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true Default 0 10724005 false false true 0 -0.5 0.5 0 0 false false false 8.18 2.5 0.7200007 0 0 0 -0.5 0.5 0 0 false false 272 rbxassetid://76840554374443 4cIEA6Mc51KNt5mX7Y1SNw== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 8.18 2.5 0.7200007 -1 rbxassetid://92129495104627 -0.5 0.5 0 0 0 0.000000010231608 -0.12394143 0.018051552 1.061727 24.752522 25.737259 -0.0000000015016686 0.0000021075232 -0.0041428804 2.9132607 0 0 0 0 arch_bridge AQAAAAsAAABTb3VyY2VBc3NldAbAKhlnl+XRQg== 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 arch_bridge_Node 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 arch_bridge rxNJufX5oaagQE3qNtzJSQ== true true -0.5 0.5 0 0 -0.5 0.5 0 0 0 2.499777 0.04561174 1 0 0 0 1 0 0 0 1 false false false 0 true Default 0 10724005 false false true 0 -0.5 0.5 0 0 false false false 14 4.999554 7.5207367 0 0 0 -0.5 0.5 0 0 false false 272 rbxassetid://139696161165977 VIcI8KnannBgXdr747JZ8A== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 14 4.999554 7.5207367 -1 rbxassetid://92129495104627 -0.5 0.5 0 0 0 -0.0057041296 -0.6270457 -0.044872496 587.73553 2066.4556 1766.2228 -0.87182957 16.746656 0.102782995 113.92304 0 0 0 0 windmill_hatchery AQAAAAsAAABTb3VyY2VBc3NldAYAy8VFW03XQg== 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 windmill_hatchery_Blades_Node 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 windmill_hatchery_Blades rxNJufX5oaagQE3qNtzJSQ== true true -0.5 0.5 0 0 -0.5 0.5 0 0 -0.00000047683716 13.8 -4.5577183 1 0 0 0 1 0 0 0 1 false false false 0 true Default 0 10724005 false false true 0 -0.5 0.5 0 0 false false false 13.381891 13.381891 1.1482358 0 0 0 -0.5 0.5 0 0 false false 272 rbxassetid://137289856241980 VNeKQx5dkoAqBjJaNSrnuA== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 13.381891 13.381891 1.1482358 -1 rbxassetid://92129495104627 -0.5 0.5 0 0 0 0.00000060882013 -0.00000009737842 0.14536075 108.98955 108.98816 217.6038 -0.00001566531 0.000008722646 0.0000012888587 11.544661 0 0 0 0 windmill_hatchery_Glow_Node 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 windmill_hatchery_Glow rxNJufX5oaagQE3qNtzJSQ== true true -0.5 0.5 0 0 -0.5 0.5 0 0 0 9.636962 -0.31363225 1 0 0 0 1 0 0 0 1 false false false 0 true Default 0 16765514 false false true 0 -0.5 0.5 0 0 false false false 8.098737 4.956055 8.117407 0 0 0 -0.5 0.5 0 0 false false 288 rbxassetid://98367320247060 Y1i/4mlM6ZjY+4eEkrCuGw== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 8.098737 4.956055 8.117407 -1 -0.5 0.5 0 0 0 -0.0000004730101 -0.38230512 0.3136315 7.7795653 9.761143 6.049108 -0.0000003486009 -1.498619 -0.00000045126137 0.5644801 0 0 0 0 windmill_hatchery_Node 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 windmill_hatchery rxNJufX5oaagQE3qNtzJSQ== true true -0.5 0.5 0 0 -0.5 0.5 0 0 0 10.900001 0 1 0 0 0 1 0 0 0 1 false false false 0 true Default 0 10724005 false false true 0 -0.5 0.5 0 0 false false false 10 21.800001 10 0 0 0 -0.5 0.5 0 0 false false 272 rbxassetid://93866280733884 SAVeQVnuqCB2xg3oTpGaeQ== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 10 21.800001 10 -1 rbxassetid://92129495104627 -0.5 0.5 0 0 0 -0.0000056203808 -2.6560206 -0.027889753 20758.588 5680.1367 20689.84 -0.024578461 -1.7219616 -89.36036 761.4768 0 0 0 0 rainbow_arch AQAAAAsAAABTb3VyY2VBc3NldAaA316m21DXQg== 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 rainbow_arch_Node 0 0 0 0 0 1 0 0 0 1 0 0 0 1 rxNJufX5oaagQE3qNtzJSQ== 0 0 0 0 false null false 1 rxNJufX5oaagQE3qNtzJSQ== -1 0 0 0 1 0 0 0 1 0 0 0 1 rainbow_arch rxNJufX5oaagQE3qNtzJSQ== true true -0.5 0.5 0 0 -0.5 0.5 0 0 0 10.35 0 1 0 0 0 1 0 0 0 1 false false false 0 true Default 0 10724005 false false true 0 -0.5 0.5 0 0 false false false 40 20.7 5.7247868 0 0 0 -0.5 0.5 0 0 false false 272 rbxassetid://109305749936175 9PWwgFxsv+JO8zFWPYHupg== 0 0 0 1 0 0 0 1 0 0 0 1 0 0 -0.5 0.5 0 0 0 0 0 0 false 40 20.7 5.7247868 -1 rbxassetid://92129495104627 -0.5 0.5 0 0 0 -0.016652104 -1.7798822 0.016231885 32234.395 132477 163957.28 -76.36878 -36.070297 59.14367 834.17175 0 0 0 0 Shared Config Assets /; -- the ids below only record WHERE they came from (Open Cloud upload ids) so the place can be rebuilt. -- Sounds: Roblox-licensed libraries (ProSoundEffects / APM / Roblox), checked to load in Studio 2026-10-27. return { paletteImage = "rbxassetid://122244488541124", -- "rbxassetid://..." uploaded = { speckled_egg = 109975986357838, meadow_egg = 115386642328846, bubble_egg = 114329967886278, forest_egg = 106544388035974, ocean_egg = 113015660801062, candy_egg = 88597801942181, crystal_egg = 88592507457368, frost_egg = 75708500979375, lava_egg = 86154138068585, thunder_egg = 136183318329083, royal_egg = 114657211911142, dragon_egg = 113861706434655, celestial_egg = 99695396585961, void_egg = 128364438581823, crown_egg = 116495179104417, prism_egg = 98930663445097, slime_green = 117493540465885, slime_blue = 79033268890669, fox_orange = 87519393916105, fox_frost = 72249030849139, mushroom_red = 120751167234509, mushroom_candy = 135810957779120, turtle_sea = 74484431527796, turtle_crystal = 122111503419201, owl_storm = 84663301701854, owl_celestial = 101574239901900, dragon_red = 91325568081306, dragon_crown = 104000401064925, guardian_void = 124720837149711, guardian_prism = 119664239920639, incubator = 102687462707003, conveyor_segment = 134982622668711, base_pad = 131958702194928, gate_arch = 125189818500998, display_pedestal = 106414540935992, collector_pad = 99638077212991, upgrade_machine = 120107686819093, tree_round = 129333754627402, tree_pine = 85654044743760, rock_cluster = 106671739469619, lamp_post = 72225950104925, sign_board = 91685942092156, egg_shop_stall = 110791908582523, golem_lava = 120712064219095, golem_gold = 131977233571212, egg_monument = 129144706253760, floating_island = 115377632219989, waterfall_cliff = 90856391592286, crystal_cluster = 105195097906490, giant_mushroom = 119723955919362, flower_patch = 77381870761744, nest_tree = 80032681721199, cloud = 100548777862686, fence_segment = 118158120083132, arch_bridge = 78711141196971, windmill_hatchery = 102484044879660, rainbow_arch = 102544199744382, } :: { [string]: number }, -- asset id per mesh id, filled by tools/insert-assets sounds = { buy = "rbxassetid://9113849492", place = "rbxassetid://9119669074", hatchShake = "rbxassetid://9113959071", hatchPop = "rbxassetid://9113263649", hatchLegendary = "rbxassetid://9116394545", collect = "rbxassetid://9113704038", alarm = "rbxassetid://9113085764", stealGrab = "rbxassetid://9126229255", stealSecured = "rbxassetid://1841980129", shieldUp = "rbxassetid://9125805579", denied = "rbxassetid://9113085623", announce = "rbxassetid://9116395089", click = "rbxassetid://15675059323", }, } ]]> Balance Creatures Eggs Events Mutations Products Rarities Format = 1000 and i < #SUFFIXES do n /= 1000 i += 1 end local s if i == 1 then s = tostring(math.floor(n)) elseif n >= 100 then s = string.format("%d%s", math.floor(n), SUFFIXES[i]) elseif n >= 10 then s = string.format("%.1f%s", math.floor(n * 10) / 10, SUFFIXES[i]) else s = string.format("%.2f%s", math.floor(n * 100) / 100, SUFFIXES[i]) end s = s:gsub("%.0+([%a]+)$", "%1"):gsub("(%.%d-)0+([%a]+)$", "%1%2") return (neg and "-" or "") .. s end function Format.cash(n: number): string return "$" .. Format.short(n) end function Format.rate(n: number): string return "$" .. Format.short(n) .. "/s" end function Format.time(seconds: number): string seconds = math.max(0, math.ceil(seconds)) if seconds >= 3600 then return string.format("%dh %02dm", seconds // 3600, (seconds % 3600) // 60) elseif seconds >= 60 then return string.format("%d:%02d", seconds // 60, seconds % 60) end return seconds .. "s" end return Format ]]> Net S traffic is only "Action" (validated + rate limited on the server). local ReplicatedStorage = game:GetService("ReplicatedStorage") local RunService = game:GetService("RunService") local EVENTS = { "Action", "State", "Notify", "Announce" } local UNRELIABLE = { "Effect" } local folder: Folder if RunService:IsServer() then folder = ReplicatedStorage:FindFirstChild("Remotes") :: Folder if not folder then folder = Instance.new("Folder") folder.Name = "Remotes" folder.Parent = ReplicatedStorage end for _, name in EVENTS do if not folder:FindFirstChild(name) then local r = Instance.new("RemoteEvent") r.Name = name r.Parent = folder end end for _, name in UNRELIABLE do if not folder:FindFirstChild(name) then local r = Instance.new("UnreliableRemoteEvent") r.Name = name r.Parent = folder end end else folder = ReplicatedStorage:WaitForChild("Remotes") :: Folder end local function get(name: string): any return RunService:IsServer() and folder:FindFirstChild(name) or folder:WaitForChild(name) end return { Action = get("Action") :: RemoteEvent, State = get("State") :: RemoteEvent, Notify = get("Notify") :: RemoteEvent, Announce = get("Announce") :: RemoteEvent, Effect = get("Effect") :: UnreliableRemoteEvent, } ]]> Visuals / -- when it has been imported, otherwise a stylized placeholder so gameplay never waits on art. local ReplicatedStorage = game:GetService("ReplicatedStorage") local Eggs = require(script.Parent.Config.Eggs) local Creatures = require(script.Parent.Config.Creatures) local Rarities = require(script.Parent.Config.Rarities) local Mutations = require(script.Parent.Config.Mutations) local Visuals = {} local function part(props: { [string]: any }): Part local p = Instance.new("Part") p.Anchored = false p.CanCollide = false p.CanQuery = false p.CanTouch = false p.CastShadow = true p.TopSurface = Enum.SurfaceType.Smooth p.BottomSurface = Enum.SurfaceType.Smooth p.Material = Enum.Material.SmoothPlastic for k, v in props do (p :: any)[k] = v end return p end local function weldAll(model: Model, root: BasePart) for _, d in model:GetDescendants() do if d:IsA("BasePart") and d ~= root then local w = Instance.new("WeldConstraint") w.Part0 = root w.Part1 = d w.Parent = root d.Anchored = false end end end local function fromLibrary(category: string, id: string, height: number): Model? local lib = ReplicatedStorage:FindFirstChild("Assets") local folder = lib and lib:FindFirstChild(category) local template = folder and folder:FindFirstChild(id) if not template then return nil end local model = template:Clone() :: Model local _, size = model:GetBoundingBox() if size.Y > 0 then model:ScaleTo(model:GetScale() * height / size.Y) end local cf, sz = model:GetBoundingBox() local root = part({ Name = "Root", Size = Vector3.new(sz.X, sz.Y, sz.Z), CFrame = cf, Transparency = 1, CastShadow = false, }) root.Parent = model model.PrimaryPart = root for _, d in model:GetDescendants() do if d:IsA("BasePart") then d.CanCollide = false d.CanQuery = false d.CanTouch = false d.Anchored = false d.Massless = true end end weldAll(model, root) return model end local function addRarityFx(model: Model, rarityId: string, root: BasePart, height: number) local rarity = Rarities.byId[rarityId] if rarity.order >= 3 then local att = Instance.new("Attachment") att.Name = "FxAttachment" att.Parent = root local sparkle = Instance.new("ParticleEmitter") sparkle.Name = "RaritySparkle" sparkle.Texture = "rbxasset://textures/particles/sparkles_main.dds" sparkle.Color = ColorSequence.new(rarity.order == 7 and Color3.fromRGB(255, 255, 255) or rarity.color) sparkle.LightEmission = 1 sparkle.Size = NumberSequence.new({ NumberSequenceKeypoint.new(0, 0.35), NumberSequenceKeypoint.new(1, 0) }) sparkle.Lifetime = NumberRange.new(0.8, 1.4) sparkle.Rate = 3 + rarity.order * 2 sparkle.Speed = NumberRange.new(0.6, 1.6) sparkle.SpreadAngle = Vector2.new(180, 180) sparkle.Parent = att end if rarity.order >= 5 then local light = Instance.new("PointLight") light.Color = rarity.order == 7 and Color3.fromRGB(200, 120, 255) or rarity.color light.Range = 8 + height light.Brightness = 0.8 light.Shadows = false light.Parent = root end model:SetAttribute("Rarity", rarityId) end local function placeholderEgg(eggId: string): Model local egg = Eggs.byId[eggId] local rarity = Rarities.byId[egg.rarity] local h = egg.size local model = Instance.new("Model") local shell = part({ Name = "Root", Shape = Enum.PartType.Ball, Size = Vector3.one * h * 0.78, Color = egg.colors[1], Material = rarity.order >= 5 and Enum.Material.Glass or Enum.Material.SmoothPlastic, Reflectance = rarity.order >= 5 and 0.15 or 0, }) local mesh = Instance.new("SpecialMesh") mesh.MeshType = Enum.MeshType.Sphere mesh.Scale = Vector3.new(1, 1.28, 1) mesh.Parent = shell shell.Parent = model -- accent band, gets fancier with rarity local band = part({ Name = "Band", Shape = Enum.PartType.Cylinder, Size = Vector3.new(h * 0.16, h * 0.8, h * 0.8), Color = egg.colors[2], Material = rarity.order >= 4 and Enum.Material.Neon or Enum.Material.SmoothPlastic, CFrame = shell.CFrame * CFrame.Angles(0, 0, math.rad(90)), }) band.Parent = model if rarity.order >= 5 then for i = 1, 4 do local a = math.rad(i * 90) local spike = part({ Name = "Spike", Size = Vector3.new(h * 0.14, h * 0.32, h * 0.14), Color = egg.colors[2], Material = Enum.Material.Neon, CFrame = shell.CFrame * CFrame.new(math.cos(a) * h * 0.18, h * 0.5, math.sin(a) * h * 0.18) * CFrame.Angles(math.cos(a) * 0.4, 0, -math.sin(a) * 0.4), }) spike.Parent = model end end model.PrimaryPart = shell weldAll(model, shell) return model end local function placeholderCreature(id: string): Model local c = Creatures.byId[id] local h = c.size local model = Instance.new("Model") local body = part({ Name = "Root", Shape = Enum.PartType.Ball, Size = Vector3.one * h * 0.8, Color = c.colors[1] }) body.Parent = model for side = -1, 1, 2 do local eye = part({ Name = "Eye", Shape = Enum.PartType.Ball, Size = Vector3.one * h * 0.2, Color = Color3.fromRGB(25, 25, 30), CFrame = body.CFrame * CFrame.new(side * h * 0.15, h * 0.08, -h * 0.33), }) eye.Parent = model local glint = part({ Name = "Glint", Shape = Enum.PartType.Ball, Size = Vector3.one * h * 0.07, Color = Color3.new(1, 1, 1), Material = Enum.Material.Neon, CFrame = eye.CFrame * CFrame.new(h * 0.03, h * 0.04, -h * 0.07), }) glint.Parent = model local ear = part({ Name = "Ear", Size = Vector3.new(h * 0.18, h * 0.3, h * 0.12), Color = c.colors[2], CFrame = body.CFrame * CFrame.new(side * h * 0.22, h * 0.38, 0) * CFrame.Angles(0, 0, -side * 0.35), }) ear.Parent = model end model.PrimaryPart = body weldAll(model, body) return model end -- Mutation look: coloured aura sparkles + glow + (placeholders) a tinted shell. Rainbow cycles on the client. local function addMutationFx(model: Model, mutId: string?) local mut = mutId and Mutations.byId[mutId] if not mut then return end local root = model.PrimaryPart :: BasePart local att = Instance.new("Attachment") att.Name = "MutationFx" att.Parent = root local e = Instance.new("ParticleEmitter") e.Name = "MutationAura" e.Texture = "rbxasset://textures/particles/sparkles_main.dds" e.Color = mut.rainbow and ColorSequence.new({ ColorSequenceKeypoint.new(0, Color3.fromRGB(255, 80, 80)), ColorSequenceKeypoint.new(0.33, Color3.fromRGB(255, 230, 80)), ColorSequenceKeypoint.new(0.66, Color3.fromRGB(80, 220, 255)), ColorSequenceKeypoint.new(1, Color3.fromRGB(220, 90, 255)), }) or ColorSequence.new(mut.color) e.LightEmission = 1 e.Size = NumberSequence.new({ NumberSequenceKeypoint.new(0, 0.5), NumberSequenceKeypoint.new(1, 0) }) e.Lifetime = NumberRange.new(0.6, 1.2) e.Rate = 10 + mut.mult * 2 e.Speed = NumberRange.new(1, 3) e.SpreadAngle = Vector2.new(180, 180) e.Parent = att local light = Instance.new("PointLight") light.Name = "MutationLight" light.Color = mut.color light.Range = 9 light.Brightness = 0.7 light.Parent = root for _, d in model:GetDescendants() do if d:IsA("BasePart") and d.Transparency < 1 and not d:IsA("MeshPart") then d.Color = d.Color:Lerp(mut.color, 0.55) elseif d:IsA("MeshPart") and d.Transparency < 1 and string.find(d.Name, "Glow") then d.Color = mut.color end end model:SetAttribute("Mutation", mutId) end function Visuals.egg(eggId: string, mut: string?): Model local egg = Eggs.byId[eggId] local model = fromLibrary("Eggs", eggId, egg.size) or placeholderEgg(eggId) model.Name = eggId model:SetAttribute("EggId", eggId) addRarityFx(model, egg.rarity, model.PrimaryPart :: BasePart, egg.size) addMutationFx(model, mut) return model end function Visuals.creature(creatureId: string, mut: string?): Model local c = Creatures.byId[creatureId] local model = fromLibrary("Creatures", creatureId, c.size) or placeholderCreature(creatureId) model.Name = creatureId model:SetAttribute("CreatureId", creatureId) addRarityFx(model, c.rarity, model.PrimaryPart :: BasePart, c.size) addMutationFx(model, mut) return model end -- Environment props: library model or nil (caller builds a primitive fallback). function Visuals.prop(id: string): Model? local lib = ReplicatedStorage:FindFirstChild("Assets") local folder = lib and lib:FindFirstChild("Environment") local template = folder and folder:FindFirstChild(id) return template and (template:Clone() :: Model) or nil end -- Height of a model resting on its bottom: offset from pivot to bottom. function Visuals.bottomOffset(model: Model): number local cf, size = model:GetBoundingBox() return (model:GetPivot().Position.Y - (cf.Position.Y - size.Y / 2)) end return Visuals ]]> ServerScriptService Server Main 0 1 then b = { t = t, n = 0 } budget[player] = b end b.n += 1 if b.n > 8 then return end if action == "Shield" then ctx.Steal.activateShield(player) elseif action == "Upgrade" and type(arg) == "string" then ctx.Economy.upgrade(player, arg) elseif action == "Rebirth" then ctx.Economy.rebirth(player) elseif action == "Buy" and type(arg) == "string" then ctx.Monetization.prompt(player, arg) elseif action == "Sync" then ctx.State.dirty(player) elseif action == "TutorialDone" then local profile = ctx.Data.get(player) if profile then profile.tutorialDone = true end end end) Players.PlayerRemoving:Connect(function(p) budget[p] = nil end) -- Studio-only test hooks used by the automated playtest (never in a live server). if RunService:IsStudio() then local hooks = Instance.new("BindableFunction") hooks.Name = "TestHooks" hooks.OnInvoke = function(cmd, ...) local args = { ... } if cmd == "test" then -- tests live in ServerStorage.Tests (synced in Studio only) and run inside the game VM local ok, report = pcall(function() return require(game.ServerStorage.Tests[args[1]])(ctx) end) return ok and report or ("TEST CRASHED: " .. tostring(report)) elseif cmd == "give" then local profile = ctx.Data.get(args[1]) profile.cash += args[2] ctx.State.dirty(args[1]) elseif cmd == "spawn" then ctx.Economy.debugSpawn(args[1], args[2]) elseif cmd == "event" then ctx.Events.debugRun(args[1]) end return nil end hooks.Parent = game.ServerScriptService end ]]> Services Bases %s\n%s%s', mut and string.format('%s ', mut.color:ToHex(), string.upper(mut.name)) or "", Rarities.byId[c.rarity].color:ToHex(), c.name, Format.rate(c.income * Mutations.mult(entry.mut)), power and ("\n🛡️ " .. power.label) or "" ) -- constant pixel size: readable from afar, never a wall of text up close ;(tag.Parent :: BillboardGui).Size = UDim2.fromOffset(170, power and 64 or 44) ;(tag.Parent :: BillboardGui).MaxDistance = 36 if pop then popIn(m) end end local has = entry ~= nil and not base.inTransit[key] slot.sell:SetAttribute("Active", has) slot.steal:SetAttribute("Active", has) if entry then local c = Creatures.byId[entry.id] slot.sell.ObjectText = c.name slot.sell.ActionText = "Sell " .. Format.cash(ctx.Economy.sellValue(entry)) slot.steal.ObjectText = (entry.mut and (entry.mut .. " ") or "") .. c.name .. " · " .. Format.rate(c.income * Mutations.mult(entry.mut)) end end function Bases.renderIncubator(player: Player, i: number) local base = byPlayer[player] local profile = ctx.Data.get(player) if not base or not profile then return end local key = "inc:" .. i local inc = base.data.incubators[i] local entry = profile.incubating[tostring(i)] local unlocked = i <= profile.incubators inc.stand.Transparency = inc.prop and 1 or (unlocked and 0 or 0.7) inc.ring.Color = unlocked and MapBuilder.PALETTE.mint or Color3.fromRGB(120, 120, 130) if inc.prop then for _, d in inc.prop:GetDescendants() do if d:IsA("BasePart") then d.LocalTransparencyModifier = 0 d.Transparency = unlocked and (d:GetAttribute("BaseTransparency") or 0) or 0.7 end end end local current = base.models[key] local placed = entry and not entry.carried and not entry.travel and not base.inTransit[key] local wantId = placed and entry.uid or nil if current and current:GetAttribute("Uid") ~= wantId then current:Destroy() base.models[key] = nil current = nil end if wantId and not current then local m = Visuals.egg(entry.egg, entry.mut) m:SetAttribute("Uid", entry.uid) m:SetAttribute("Incubating", true) place(m, inc.socket, base.data.model) base.models[key] = m end inc.steal:SetAttribute("Active", placed and true or false) if placed then local egg = Eggs.byId[entry.egg] inc.steal.ObjectText = egg.name inc.timer:SetAttribute("HatchAt", entry.hatchAt) inc.timer:SetAttribute("Total", entry.total) inc.timer:SetAttribute("Ready", entry.ready == true) inc.timer.TextColor3 = Rarities.byId[egg.rarity].color else inc.timer:SetAttribute("HatchAt", nil) inc.timer.Text = unlocked and "" or "🔒" end end function Bases.render(player: Player) for i = 1, MAX_PEDESTALS do Bases.renderSlot(player, i) end for i = 1, Balance.INCUBATORS_MAX do Bases.renderIncubator(player, i) end end function Bases.modelAt(base: Base, key: string): Model? return base.models[key] end function Bases.inside(base: Base, pos: Vector3): boolean return MapBuilder.inside(base.data, pos) end function Bases.isProtected(base: Base): (boolean, string?) local now = workspace:GetServerTimeNow() if now < base.shieldUntil then return true, "shield" end if now < base.protectedUntil then return true, "newcomer" end return false, nil end return Bases ]]> DataService any): (boolean, any) local lastErr for attempt = 1, 4 do local ok, result = pcall(function() return (store :: DataStore):UpdateAsync(k, transform) end) if ok then return true, result end lastErr = result task.wait(attempt * 1.5) end warn("[DataService] update failed", k, lastErr) return false, lastErr end function DataService.load(player: Player): Profile? if memoryOnly then local p = defaults() profiles[player] = p loadedEvent:Fire(player, p) return p end local k = key(player) local job = game.JobId ~= "" and game.JobId or "studio" for attempt = 1, 6 do local lockedByOther = false local ok, result = update(k, function(old) local data = reconcile(old) local lock = (old :: any) and (old :: any).lock if lock and lock.job ~= job and os.time() - lock.t < Balance.SESSION_LOCK_STALE then lockedByOther = true return nil -- abort write, keep the other server's data end lockedByOther = false ;(data :: any).lock = { job = job, t = os.time() } return data end) if not ok then player:Kick("Could not load your save right now. Please rejoin in a moment, nothing was lost.") return nil end if not lockedByOther and result then if not player.Parent then DataService.release(player, result) return nil end local profile = reconcile(result) ;(profile :: any).lock = nil profiles[player] = profile loadedEvent:Fire(player, profile) return profile end task.wait(attempt * 2) end player:Kick("Your save is still open on another server. Please rejoin in a minute.") return nil end local function snapshot(profile: Profile): any -- DataStores need plain tables; strip runtime-only fields. local copy = table.clone(profile) :: any copy.lock = nil return copy end function DataService.save(player: Player, release: boolean?): boolean local profile = profiles[player] if not profile then return false end profile.lastSeen = os.time() if memoryOnly then dirty[player] = nil return true end local job = game.JobId ~= "" and game.JobId or "studio" local data = snapshot(profile) local stolenLock = false local ok = update(key(player), function(old) local lock = (old :: any) and (old :: any).lock if lock and lock.job ~= job then stolenLock = true return nil -- another server owns it now: never overwrite end data.lock = if release then nil else { job = job, t = os.time() } return data end) if ok and not stolenLock then dirty[player] = nil end return ok and not stolenLock end function DataService.release(player: Player, _raw: any?) if memoryOnly then return end local job = game.JobId ~= "" and game.JobId or "studio" update(key(player), function(old) if old and old.lock and old.lock.job == job then old.lock = nil return old end return nil end) end function DataService.get(player: Player): Profile? return profiles[player] end function DataService.markDirty(player: Player) dirty[player] = true end function DataService.unload(player: Player) DataService.save(player, true) profiles[player] = nil dirty[player] = nil end function DataService.isMemoryOnly(): boolean return memoryOnly end function DataService.newUid(): string return HttpService:GenerateGUID(false) end DataService.loaded = loadedEvent.Event function DataService.start() task.spawn(function() while true do task.wait(Balance.AUTOSAVE_SECONDS) for player in profiles do task.spawn(DataService.save, player) end end end) game:BindToClose(function() local pending = 0 for player in profiles do pending += 1 task.spawn(function() DataService.save(player, true) pending -= 1 end) end local t = os.clock() while pending > 0 and os.clock() - t < 25 do task.wait(0.2) end end) -- Flush early when Roblox schedules a restart for an update. pcall(function() (game :: any).ServerRestartScheduled:Connect(function() for player in profiles do task.spawn(DataService.save, player) end end) end) end return DataService ]]> Defense os.clock when ready again local stunned: { [Player]: number } = {} local function rootOf(player: Player?): BasePart? local char = player and player.Character return char and char:FindFirstChild("HumanoidRootPart") :: BasePart? end local function humanoidOf(player: Player): Humanoid? return player.Character and player.Character:FindFirstChildOfClass("Humanoid") end ---------------------------------------------------------------------------- bonk spatula local function makeSpatula(): Tool local tool = Instance.new("Tool") tool.Name = "Bonk Spatula" tool.ToolTip = "Bonk thieves: their loot flies home!" tool.CanBeDropped = false tool.RequiresHandle = true tool.Grip = CFrame.new(0, -1.1, 0) local handle = Instance.new("Part") handle.Name = "Handle" handle.Size = Vector3.new(0.35, 2.6, 0.35) handle.Color = Color3.fromRGB(170, 112, 70) handle.Material = Enum.Material.Wood handle.CanCollide = false handle.Massless = true handle.Parent = tool local head = Instance.new("Part") head.Name = "Head" head.Size = Vector3.new(1.5, 1.5, 0.22) head.Color = Color3.fromRGB(80, 230, 170) head.Material = Enum.Material.SmoothPlastic head.CanCollide = false head.Massless = true head.CFrame = handle.CFrame * CFrame.new(0, 1.9, 0) head.Parent = tool local w = Instance.new("WeldConstraint") w.Part0 = handle w.Part1 = head w.Parent = handle return tool end function Defense.bonk(player: Player, tool: Tool) local t = os.clock() if lastBonk[player] and t - lastBonk[player] < Balance.BONK_COOLDOWN then return end local carry = ctx.Economy.carryOf(player) if carry and carry.victim then return -- no bonking while running off with loot end lastBonk[player] = t local anim = Instance.new("StringValue") anim.Name = "toolanim" anim.Value = "Slash" anim.Parent = tool local root = rootOf(player) if not root then return end local best, bestDist = nil, Balance.BONK_RANGE for _, other in Players:GetPlayers() do local r = rootOf(other) if other ~= player and r then local offset = r.Position - root.Position local d = offset.Magnitude if d < bestDist and root.CFrame.LookVector:Dot(offset.Unit) > 0.2 then best, bestDist = other, d end end end if not best then ctx.State.effect("BonkWhiff", { by = player.UserId }) return end local dir = ((rootOf(best) :: BasePart).Position - root.Position) * Vector3.new(1, 0, 1) dir = dir.Magnitude > 0 and dir.Unit or root.CFrame.LookVector ctx.State.effect("Knockback", { dir = dir, power = Balance.BONK_KNOCKBACK }, best) ctx.State.effect("Bonk", { by = player.UserId, target = best.UserId }) local victimCarry = ctx.Economy.carryOf(best) if victimCarry and victimCarry.victim then ctx.Steal.fail(best, "bonked") ctx.State.notify(player, "BONK! You knocked the loot out of " .. best.DisplayName .. "'s hands!", "good") end end local function giveSpatula(player: Player) local backpack = player:WaitForChild("Backpack", 10) if not backpack or backpack:FindFirstChild("Bonk Spatula") then return end local tool = makeSpatula() tool.Activated:Connect(function() Defense.bonk(player, tool) end) tool.Parent = backpack end ---------------------------------------------------------------------------- guard powers local function stun(player: Player, seconds: number, speed: number) local hum = humanoidOf(player) if not hum then return end local untilT = os.clock() + seconds stunned[player] = untilT hum.WalkSpeed = speed task.delay(seconds, function() if stunned[player] == untilT and hum.Parent then stunned[player] = nil local carry = ctx.Economy.carryOf(player) local rarity = carry and Rarities.byId[(carry.kind == "egg" and require(Shared.Config.Eggs).byId[carry.id] or Creatures.byId[carry.id]).rarity] hum.WalkSpeed = rarity and rarity.carrySpeed or 16 end end) end -- Called by Steal.begin the moment a thief grabs something. The strongest ready guard reacts. function Defense.onStealStart(thief: Player, base) local owner: Player? = base.owner local profile = owner and ctx.Data.get(owner) if not profile then return end local bestEntry, bestSlot, bestOrder = nil, nil, 0 for k, entry in profile.creatures do local power = Creatures.powers[entry.id] if power and not base.inTransit["slot:" .. k] and (powerReady[entry.uid] or 0) <= os.clock() then local order = Rarities.byId[Creatures.byId[entry.id].rarity].order if order > bestOrder then bestEntry, bestSlot, bestOrder = entry, k, order end end end if not bestEntry then return end local power = Creatures.powers[bestEntry.id] powerReady[bestEntry.uid] = os.clock() + power.cooldown local creatureModel = base.models["slot:" .. bestSlot] task.delay(0.7, function() local carry = ctx.Economy.carryOf(thief) local r = rootOf(thief) if not carry or carry.victimBase ~= base or not r then return end local from = creatureModel and creatureModel.Parent and creatureModel:GetPivot().Position or base.data.pad.Position ctx.State.effect("Power", { kind = power.id, from = from, to = r.Position, base = base.data.index, creature = bestEntry.id }) if power.id == "zap" then stun(thief, 2, 0) elseif power.id == "stomp" then stun(thief, 1.5, 0) elseif power.id == "lava" then stun(thief, 4, 6) elseif power.id == "fire" then local dir = (r.Position - from) * Vector3.new(1, 0, 1) ctx.State.effect("Knockback", { dir = dir.Magnitude > 0 and dir.Unit or Vector3.xAxis, power = 75 }, thief) elseif power.id == "warp" then ctx.Steal.fail(thief, "warped") local char = thief.Character if char then char:PivotTo(CFrame.new(0, 4, -30)) end end local c = Creatures.byId[bestEntry.id] ctx.State.notify(thief, string.format("%s's %s used its power on you!", owner and owner.DisplayName or "?", c.name), "alarm") if owner then ctx.State.notify(owner, string.format("Your %s defended the nest! (%s)", c.name, power.label), "good") end end) end ---------------------------------------------------------------------------- lasers + lock pad local function buildLasers(base) local gate = base.data.model:FindFirstChild("Gate") if not gate or gate:FindFirstChild("Lasers") then return end local folder = Instance.new("Folder") folder.Name = "Lasers" folder.Parent = gate local cf = base.data.cframe for i = 1, 5 do local laser = Instance.new("Part") laser.Name = "Laser" laser.Anchored = true laser.Size = Vector3.new(15, 0.3, 0.3) laser.CFrame = cf * CFrame.new(0, 1.2 + i * 2, -ctx.Bases.HALF) laser.Color = Color3.fromRGB(255, 50, 70) laser.Material = Enum.Material.Neon laser.Transparency = 1 laser.CanCollide = false laser.CastShadow = false laser.Parent = folder end -- an invisible full-height blocker so nobody slips between the beams local wall = Instance.new("Part") wall.Name = "LaserWall" wall.Anchored = true wall.Size = Vector3.new(15, 12, 0.6) wall.CFrame = cf * CFrame.new(0, 7.2, -ctx.Bases.HALF) wall.Transparency = 1 wall.CanCollide = false wall.Parent = folder -- lock pad: owner steps on it to raise the shield local pad = Instance.new("Part") pad.Name = "LockPad" pad.Shape = Enum.PartType.Cylinder pad.Anchored = true pad.Size = Vector3.new(0.4, 5, 5) pad.CFrame = cf * CFrame.new(-9, 1.3, -ctx.Bases.HALF + 7) * CFrame.Angles(0, 0, math.rad(90)) pad.Color = Color3.fromRGB(255, 70, 90) pad.Material = Enum.Material.Neon pad.CanCollide = false pad.Parent = base.data.model local label = require(script.Parent.Parent.World.MapBuilder).label(pad, "🔒 LOCK", UDim2.fromScale(5, 1.6), Vector3.new(0, 3, 0), Color3.fromRGB(255, 120, 140)) label.Name = "LockLabel" base.data.lockPad = pad end local function laserTick() local t = workspace:GetServerTimeNow() for _, base in ctx.Bases.all() do local folder = base.data.model:FindFirstChild("Gate") and base.data.model.Gate:FindFirstChild("Lasers") if folder then local on = base.owner ~= nil and (t < base.shieldUntil or t < base.protectedUntil) for _, p in folder:GetChildren() do if p.Name == "Laser" then p.Transparency = on and 0.15 or 1 end -- the wall collides for everyone on the server; the owner's client turns it off locally if p.Name == "LaserWall" then p.CanCollide = on end end end -- lock pad local owner = base.owner local pad = base.data.lockPad local r = rootOf(owner) if owner and pad and r then local d = Vector3.new(r.Position.X - pad.Position.X, 0, r.Position.Z - pad.Position.Z).Magnitude if d < 2.6 and math.abs(r.Position.Y - pad.Position.Y) < 6 and t >= base.cooldownUntil and t >= base.shieldUntil then ctx.Steal.activateShield(owner) end end end end function Defense.init(c) ctx = c for _, base in ctx.Bases.all() do buildLasers(base) end local function onPlayer(player: Player) player.CharacterAdded:Connect(function() task.defer(giveSpatula, player) end) if player.Character then task.defer(giveSpatula, player) end end Players.PlayerAdded:Connect(onPlayer) for _, p in Players:GetPlayers() do onPlayer(p) end Players.PlayerRemoving:Connect(function(p) lastBonk[p] = nil stunned[p] = nil end) local acc = 0 RunService.Heartbeat:Connect(function(dt) acc += dt if acc >= 0.25 then acc = 0 laserTick() end end) end return Defense ]]> Economy os.time() and 2 or 1 return { rebirth = rebirth, index = index, friends = friends, boost = boost, total = rebirth * index * friends * boost } end function Economy.creatureIncome(entry): number return Creatures.byId[entry.id].income * Mutations.mult(entry.mut) end function Economy.rateOf(player: Player): number local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) if not profile or not base then return 0 end local rate = 0 local slots = ctx.Bases.effectiveSlots(player) for k, c in profile.creatures do local i = tonumber(k) :: number if i <= slots and not base.inTransit["slot:" .. k] then rate += Economy.creatureIncome(c) end end return rate * Economy.multipliers(player).total end local function freeIncubator(profile): string? for i = 1, profile.incubators do if not profile.incubating[tostring(i)] then return tostring(i) end end return nil end Economy.freeIncubator = freeIncubator function Economy.freeSlot(player: Player): string? local profile = ctx.Data.get(player) if not profile then return nil end for i = 1, ctx.Bases.effectiveSlots(player) do if not profile.creatures[tostring(i)] then return tostring(i) end end return nil end local function hatchSeconds(profile, eggId: string): number local egg = Eggs.byId[eggId] local secs = Rarities.byId[egg.rarity].hatchSeconds * Balance.HATCH_SPEED_PER_LEVEL ^ profile.hatchLevel if profile.stats.hatched == 0 and eggId == Eggs.STARTER then secs = Balance.STARTER_EGG_HATCH_SECONDS end return math.max(2, secs) end ---------------------------------------------------------------------------- carrying (steals) local function attachCarry(player: Player, carry: Carry) local root = rootOf(player) if not root then return end local model = carry.kind == "egg" and Visuals.egg(carry.id, carry.mut) or Visuals.creature(carry.id, carry.mut) local rarity = Rarities.byId[(carry.kind == "egg" and Eggs.byId[carry.id] or Creatures.byId[carry.id]).rarity] -- oversized rare loot is carried comically big if rarity.order >= 5 then model:ScaleTo(model:GetScale() * (1 + (rarity.order - 4) * 0.18)) end local _, size = model:GetBoundingBox() model:PivotTo(root.CFrame * CFrame.new(0, 2.6 + size.Y / 2, 0) * CFrame.Angles(0, 0, math.rad(8))) local primary = model.PrimaryPart :: BasePart local weld = Instance.new("WeldConstraint") weld.Part0 = root weld.Part1 = primary weld.Parent = primary for _, d in model:GetDescendants() do if d:IsA("BasePart") then d.Anchored = false d.Massless = true d.CanCollide = false end end local a0 = Instance.new("Attachment") a0.Position = Vector3.new(0, size.Y * 0.35, 0) a0.Parent = primary local a1 = Instance.new("Attachment") a1.Position = Vector3.new(0, -size.Y * 0.35, 0) a1.Parent = primary local trail = Instance.new("Trail") trail.Attachment0 = a0 trail.Attachment1 = a1 trail.Lifetime = 0.6 trail.LightEmission = 1 trail.Color = ColorSequence.new(Color3.fromRGB(255, 60, 60), rarity.color) trail.Transparency = NumberSequence.new(0.2, 1) trail.Parent = primary model.Name = "Carried" model:SetAttribute("CarriedBy", player.UserId) model.Parent = player.Character carry.model = model local hum = humanoidOf(player) if hum then hum.WalkSpeed = rarity.carrySpeed end end function Economy.clearCarry(player: Player) local carry = carries[player] carries[player] = nil if carry and carry.model then carry.model:Destroy() end local hum = humanoidOf(player) if hum then hum.WalkSpeed = 16 end ctx.State.dirty(player) end function Economy.startCarry(player: Player, carry: Carry) carries[player] = carry attachCarry(player, carry) ctx.State.dirty(player) end -- Prompts live on server-moved anchors, NOT on the egg models: clients animate the eggs -- locally (smooth), but Roblox validates every prompt press against the SERVER position of -- the prompt's part. An anchor the server keeps on the egg's real path makes E work. local function makeAnchor(name: string, at: Vector3): Part local a = Instance.new("Part") a.Name = name a.Anchored = true a.CanCollide = false a.CanQuery = false a.CanTouch = false a.Transparency = 1 a.Size = Vector3.new(2, 2, 2) a.CFrame = CFrame.new(at) a.Parent = anchorFolder return a end ---------------------------------------------------------------------------- eggs hopping home local function travelPos(t: Travel, at: number): Vector3 local d = math.clamp((at - t.startAt) * Balance.EGG_TRAVEL_SPEED, 0, t.length) for i = 1, #t.points - 1 do local a, b = t.points[i], t.points[i + 1] local seg = (b - a).Magnitude if d <= seg then return a:Lerp(b, seg > 0 and d / seg or 1) end d -= seg end return t.points[#t.points] end local function homePath(from: Vector3, player: Player, incKey: string): { Vector3 } local base = ctx.Bases.of(player) local cf = base.data.cframe local gateOut = (cf * CFrame.new(0, 1.2, -ctx.Bases.HALF - 6)).Position local gateIn = (cf * CFrame.new(0, 1.2, -ctx.Bases.HALF + 3)).Position local socket = base.data.incubators[tonumber(incKey)].socket.Position local plazaEdge = Vector3.new(gateOut.X, 0, gateOut.Z).Unit * 46 local start = Vector3.new(from.X, 1, from.Z) return { start, Vector3.new(plazaEdge.X, 1, plazaEdge.Z), Vector3.new(gateOut.X, 1.2, gateOut.Z), Vector3.new(gateIn.X, 1.2, gateIn.Z), socket } end local function encodePath(points: { Vector3 }): string local flat = {} for _, p in points do table.insert(flat, math.floor(p.X * 100) / 100) table.insert(flat, math.floor(p.Y * 100) / 100) table.insert(flat, math.floor(p.Z * 100) / 100) end return HttpService:JSONEncode(flat) end local function pathLength(points: { Vector3 }): number local len = 0 for i = 1, #points - 1 do len += (points[i + 1] - points[i]).Magnitude end return len end local function setTravelRoute(t: Travel, from: Vector3) t.points = homePath(from, t.owner, t.incKey) t.length = pathLength(t.points) t.startAt = now() local m = t.model m:SetAttribute("Path", encodePath(t.points)) m:SetAttribute("TravelStart", t.startAt) m:SetAttribute("TravelSpeed", Balance.EGG_TRAVEL_SPEED) m:SetAttribute("OwnerUserId", t.owner.UserId) m:SetAttribute("OwnerName", t.owner.DisplayName) t.anchor:SetAttribute("OwnerUserId", t.owner.UserId) local prompt = t.anchor:FindFirstChild("OutbidPrompt") :: ProximityPrompt? if prompt then prompt.ActionText = "Outbid " .. Format.cash(math.floor(t.price * Balance.OUTBID_FACTOR)) prompt.ObjectText = t.owner.DisplayName .. "'s egg" end local tag = m.PrimaryPart and m.PrimaryPart:FindFirstChild("PriceTag") local label = tag and tag:FindFirstChildOfClass("TextLabel") if label then label.Text = string.format('%s\n→ %s', Rarities.byId[Eggs.byId[t.egg].rarity].color:ToHex(), Eggs.byId[t.egg].name, t.owner.DisplayName) end end local function startTravel(player: Player, incKey: string, entry, from: Vector3, price: number, model: Model?) local m = model or Visuals.egg(entry.egg, entry.mut) for _, d in m:GetDescendants() do if d:IsA("BasePart") then d.Anchored = true end end m:SetAttribute("Lift", Visuals.bottomOffset(m)) m:SetAttribute("Travelling", true) m:SetAttribute("SpawnAt", nil) local t: Travel = { uid = entry.uid, owner = player, incKey = incKey, egg = entry.egg, mut = entry.mut, price = price, model = m, anchor = makeAnchor("OutbidAnchor", from + Vector3.new(0, 2, 0)), points = {}, length = 0, startAt = 0, } local p = Instance.new("ProximityPrompt") p.Name = "OutbidPrompt" p.HoldDuration = 0.4 p.MaxActivationDistance = 12 p.RequiresLineOfSight = false p:SetAttribute("Role", "Outbid") p.Parent = t.anchor p.Triggered:Connect(function(buyer) Economy.outbid(buyer, t.uid) end) travels[entry.uid] = t setTravelRoute(t, from) m.Parent = travelFolder return t end local function arrive(t: Travel) travels[t.uid] = nil t.model:Destroy() t.anchor:Destroy() local player = t.owner local profile = ctx.Data.get(player) local entry = profile and profile.incubating[t.incKey] if not entry or entry.uid ~= t.uid then return end entry.travel = nil entry.total = hatchSeconds(profile, entry.egg) entry.hatchAt = now() + entry.total ctx.Data.markDirty(player) ctx.Bases.renderIncubator(player, tonumber(t.incKey) :: number) ctx.State.effect("Place", { base = ctx.Bases.of(player).data.index, inc = tonumber(t.incKey) }) ctx.State.dirty(player) if not profile.tutorialDone then ctx.State.tutorial(player, "hatching") end end -- Pay 150% of what the current owner paid: they get a full refund, the egg turns towards you. function Economy.outbid(buyer: Player, uid: string) local t = travels[uid] local profile = ctx.Data.get(buyer) local root = rootOf(buyer) if not t or not profile or not root or t.owner == buyer or not ctx.Bases.of(buyer) then return end local pos = travelPos(t, now()) if (root.Position - pos).Magnitude > 18 then return end local cost = math.floor(t.price * Balance.OUTBID_FACTOR) if profile.cash < cost then ctx.State.notify(buyer, "Outbid needs " .. Format.cash(cost), "error") ctx.State.effect("Denied", {}, buyer) return end local inc = freeIncubator(profile) if not inc then ctx.State.notify(buyer, "No free incubator to take it!", "error") return end local loser = t.owner local loserProfile = ctx.Data.get(loser) local loserEntry = loserProfile and loserProfile.incubating[t.incKey] if not loserEntry or loserEntry.uid ~= uid then return end -- money and ownership move together, no yields in between loserProfile.incubating[t.incKey] = nil loserProfile.cash += t.price profile.cash -= cost profile.incubating[inc] = { egg = t.egg, uid = uid, mut = t.mut, total = 0, travel = true } ctx.Data.markDirty(loser) ctx.Data.markDirty(buyer) t.owner = buyer t.incKey = inc t.price = cost setTravelRoute(t, pos) ctx.State.dirty(loser) ctx.State.dirty(buyer) local egg = Eggs.byId[t.egg] ctx.State.notify(loser, string.format("%s OUTBID you for your %s! You got %s back.", buyer.DisplayName, egg.name, Format.cash(cost / Balance.OUTBID_FACTOR)), "alarm") ctx.State.notify(buyer, string.format("You outbid %s! The %s is hopping to your nest.", loser.DisplayName, egg.name), "good") ctx.State.effect("Outbid", { uid = uid }) if Rarities.byId[egg.rarity].order >= 5 then ctx.State.announce(string.format("%s OUTBID %s FOR A %s!", string.upper(buyer.DisplayName), string.upper(loser.DisplayName), string.upper(egg.name)), Rarities.byId[egg.rarity].color) end end ---------------------------------------------------------------------------- conveyor local function conveyorPos(item): Vector3 local dir = (conveyorFinish - conveyorStart).Unit return conveyorStart + dir * Balance.CONVEYOR_SPEED * (now() - item.spawnAt) end local function pickEgg(rarity: string?): string local pool, total = {}, 0 for _, e in Eggs.list do if not rarity or e.rarity == rarity then local w = rarity and 1 or Rarities.byId[e.rarity].weight / (1 + (e :: any).index % 3 * 0.35) table.insert(pool, { e.id, w }) total += w end end local roll = rng:NextNumber(0, total) for _, p in pool do roll -= p[2] if roll <= 0 then return p[1] end end return pool[1][1] end Economy.pickEgg = pickEgg local function rollMutation(): string? local event = ctx.Events and ctx.Events.active() for i = #Mutations.list, 1, -1 do local m = Mutations.list[i] local chance = m.chance if m.event then chance = (event == m.event) and Mutations.EVENT_CHANCE or 0 elseif m.id == "Golden" and event == "GoldenHour" then chance *= Mutations.GOLDEN_HOUR_FACTOR end if chance > 0 and rng:NextNumber() < chance then return m.id end end return nil end local function priceTag(model: Model, eggId: string, mut: string?, price: number) local egg = Eggs.byId[eggId] local rarityInfo = Rarities.byId[egg.rarity] local tag = Instance.new("BillboardGui") tag.Name = "PriceTag" tag.Size = UDim2.fromOffset(130, 58) tag.StudsOffsetWorldSpace = Vector3.new(0, egg.size + 0.9, 0) tag.MaxDistance = 70 tag.LightInfluence = 0 tag.Parent = model.PrimaryPart local text = Instance.new("TextLabel") text.BackgroundTransparency = 1 text.Size = UDim2.fromScale(1, 1) text.Font = Enum.Font.FredokaOne text.TextScaled = true text.RichText = true text.TextColor3 = Color3.new(1, 1, 1) local m = mut and Mutations.byId[mut] local mutLine = m and string.format('%s %sx\n', m.color:ToHex(), string.upper(m.name), tostring(m.mult)) or "" text.Text = string.format('%s%s\n%s', mutLine, rarityInfo.order == 7 and "FFFFFF" or rarityInfo.color:ToHex(), egg.name, Format.cash(price)) local stroke = Instance.new("UIStroke") stroke.Thickness = 2.5 stroke.Color = rarityInfo.order == 7 and Color3.fromRGB(150, 40, 255) or Color3.fromRGB(30, 20, 50) stroke.Parent = text text.Parent = tag end function Economy.spawnConveyorEgg(eggId: string?, rarity: string?, forcedMut: string?) local count = 0 for _ in conveyor do count += 1 end if count >= Balance.CONVEYOR_MAX_EGGS and not rarity then return end local id = eggId or pickEgg(rarity) local egg = Eggs.byId[id] local mut = forcedMut or rollMutation() local price = math.floor(egg.price * Mutations.mult(mut)) local model = Visuals.egg(id, mut) local item = { egg = id, mut = mut, price = price, spawnAt = now(), sold = false, anchor = makeAnchor("BuyAnchor", conveyorStart + Vector3.new(0, 2, 0)) } model:PivotTo(CFrame.new(conveyorStart + Vector3.new(0, Visuals.bottomOffset(model), 0))) for _, d in model:GetDescendants() do if d:IsA("BasePart") then d.Anchored = true end end model:SetAttribute("SpawnAt", item.spawnAt) model:SetAttribute("Speed", Balance.CONVEYOR_SPEED) model:SetAttribute("Start", conveyorStart) model:SetAttribute("Finish", conveyorFinish) model:SetAttribute("Lift", Visuals.bottomOffset(model)) model:SetAttribute("Price", price) model:SetAttribute("Warps", id == "void_egg" or mut == "Void") local p = Instance.new("ProximityPrompt") p.Name = "BuyPrompt" p.ActionText = "Buy " .. Format.cash(price) p.ObjectText = (mut and (mut .. " ") or "") .. egg.name p.HoldDuration = 0 p.MaxActivationDistance = 11 p.RequiresLineOfSight = false p.Parent = item.anchor item.anchor:SetAttribute("Price", price) p.Triggered:Connect(function(player) Economy.buy(player, model) end) priceTag(model, id, mut, price) model.Parent = conveyorFolder conveyor[model] = item local rarityInfo = Rarities.byId[egg.rarity] if rarityInfo.order >= Balance.WILD_MIN_ORDER and rng:NextNumber() < Balance.WILD_CHANCE then item.escapeAt = item.spawnAt + rng:NextNumber(4, 10) end if rarityInfo.announceSpawn or (mut and Mutations.mult(mut) >= 6) then ctx.State.announce(string.format("A %s%s %s just rolled onto the conveyor!", mut and (string.upper(mut) .. " ") or "", string.upper(rarityInfo.name), string.upper(egg.name)), rarityInfo.color) ctx.State.effect("RareSpawn", { rarity = egg.rarity }) end end -- Shared purchase path for conveyor eggs and wild (escaped) eggs. Every refusal says why, -- right on the egg, so a new player is never left pressing E with nothing happening. local function purchase(player: Player, model: Model, item, at: Vector3, price: number, how: string) local profile = ctx.Data.get(player) local reason if profile.cash < price then reason = "Need " .. Format.cash(price - profile.cash) .. " more!" elseif not freeIncubator(profile) then reason = "Incubators full! Wait for a hatch or upgrade" end if reason then ctx.State.notify(player, reason, "error") ctx.State.effect("Denied", { reason = reason, at = at }, player) return false end local inc = freeIncubator(profile) :: string item.sold = true item.anchor:Destroy() profile.cash -= price profile.stats.bought += 1 local entry = { egg = item.egg, uid = ctx.Data.newUid(), mut = item.mut, total = 0, travel = true } profile.incubating[inc] = entry ctx.Data.markDirty(player) ctx.State.dirty(player) startTravel(player, inc, entry, at, price, model) ctx.State.effect("Buy", { egg = item.egg, mut = item.mut, how = how, price = price, at = at }, player) if not profile.tutorialDone then ctx.State.tutorial(player, "carry") end return true end local function canTry(player: Player): boolean local t = os.clock() if lastBuy[player] and t - lastBuy[player] < 0.35 then return false end lastBuy[player] = t return true end function Economy.buy(player: Player, model: Model) local item = conveyor[model] local root = rootOf(player) if not item or item.sold or not ctx.Data.get(player) or not root or not ctx.Bases.of(player) or not canTry(player) then return end local at = conveyorPos(item) if (root.Position - at).Magnitude > 18 then return end -- Perfect Catch: buying inside the golden ring under the market gives a discount local perfect = math.abs(at.X) <= Balance.LUCKY_ZONE_HALF local price = perfect and math.floor(item.price * (1 - Balance.LUCKY_DISCOUNT)) or item.price if purchase(player, model, item, at, price, perfect and "perfect" or "buy") then conveyor[model] = nil end end -- Wild eggs: Epic+ eggs sometimes jump off the belt and run around the plaza. Catch to buy. local wilds: { [Model]: any } = {} local function escape(model: Model, item) conveyor[model] = nil item.anchor:Destroy() local from = conveyorPos(item) local pts = { Vector3.new(from.X, 1, from.Z + (rng:NextNumber() < 0.5 and -5 or 5)) } for _ = 1, 9 do local a = rng:NextNumber(0, math.pi * 2) local r = rng:NextNumber(14, 38) table.insert(pts, Vector3.new(math.cos(a) * r, 1, math.sin(a) * r)) end table.insert(pts, Vector3.new(conveyorStart.X - 4, 1, 0)) -- back into the chute: gone local wild = { egg = item.egg, mut = item.mut, price = item.price, sold = false, model = model, points = pts, length = pathLength(pts), startAt = now(), anchor = makeAnchor("WildAnchor", pts[1] + Vector3.new(0, 2, 0)), } model:SetAttribute("SpawnAt", nil) model:SetAttribute("Path", encodePath(pts)) model:SetAttribute("TravelStart", wild.startAt) model:SetAttribute("TravelSpeed", Balance.WILD_SPEED) model:SetAttribute("Wild", true) model.Parent = travelFolder local p = Instance.new("ProximityPrompt") p.Name = "CatchPrompt" p.ActionText = "CATCH! " .. Format.cash(item.price) p.ObjectText = "Wild " .. Eggs.byId[item.egg].name p.HoldDuration = 0.35 p.MaxActivationDistance = 12 p.RequiresLineOfSight = false p.Parent = wild.anchor p.Triggered:Connect(function(player) Economy.catch(player, model) end) wilds[model] = wild local rarity = Rarities.byId[Eggs.byId[item.egg].rarity] ctx.State.announce(string.format("🏃 A WILD %s %s ESCAPED THE CONVEYOR! CATCH IT!", string.upper(rarity.name), string.upper(Eggs.byId[item.egg].name)), rarity.color) ctx.State.effect("WildEgg", { at = from }) end function Economy.catch(player: Player, model: Model) local wild = wilds[model] local root = rootOf(player) if not wild or wild.sold or not ctx.Data.get(player) or not root or not ctx.Bases.of(player) or not canTry(player) then return end local at = travelPos(wild, now()) if (root.Position - at).Magnitude > 18 then return end if purchase(player, model, wild, at, wild.price, "catch") then wilds[model] = nil model:SetAttribute("Wild", nil) end end -- Free eggs (Egg Rain): grabbed eggs hop home exactly like bought ones. function Economy.grabFree(player: Player, model: Model, eggId: string) local profile = ctx.Data.get(player) local root = rootOf(player) if not profile or not root or not model.Parent or model:GetAttribute("Taken") or not ctx.Bases.of(player) then return false end if (root.Position - model:GetPivot().Position).Magnitude > 14 then return false end local inc = freeIncubator(profile) if not inc then ctx.State.notify(player, "All incubators busy!", "error") return false end model:SetAttribute("Taken", true) local entry = { egg = eggId, uid = ctx.Data.newUid(), total = 0, travel = true } profile.incubating[inc] = entry ctx.Data.markDirty(player) startTravel(player, inc, entry, model:GetPivot().Position, Eggs.byId[eggId].price, model) ctx.State.notify(player, "Free " .. Eggs.byId[eggId].name .. "! It's hopping to your nest.", "good") return true end ---------------------------------------------------------------------------- hatching local function hatch(player: Player, incKey: string, entry) local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) local slot = Economy.freeSlot(player) if not slot then if not entry.ready then entry.ready = true ctx.Bases.renderIncubator(player, tonumber(incKey) :: number) ctx.State.notify(player, "An egg is ready but your pedestals are full! Upgrade slots or sell a creature.", "warn") end return end local egg = Eggs.byId[entry.egg] local creature = Creatures.byId[egg.creature] -- ownership change first (no window for duplication), visuals after profile.incubating[incKey] = nil profile.creatures[slot] = { id = creature.id, uid = ctx.Data.newUid(), mut = entry.mut } local firstTime = not profile.index[creature.id] profile.index[creature.id] = true profile.stats.hatched += 1 ctx.Data.markDirty(player) ctx.State.dirty(player) local incIndex = tonumber(incKey) :: number local slotIndex = tonumber(slot) :: number local rarity = Rarities.byId[creature.rarity] local reveal = 2.4 + (rarity.order >= 5 and 1.6 or 0) ctx.State.effect("Hatch", { base = base.data.index, inc = incIndex, slot = slotIndex, egg = egg.id, creature = creature.id, mut = entry.mut, owner = player.UserId, reveal = reveal, firstTime = firstTime, }) if rarity.announceHatch then ctx.State.announce(string.format("%s hatched a %s%s %s!", player.DisplayName, entry.mut and (string.upper(entry.mut) .. " ") or "", string.upper(rarity.name), string.upper(creature.name)), rarity.color) end task.delay(reveal, function() if player.Parent and ctx.Bases.of(player) == base then ctx.Bases.renderIncubator(player, incIndex) ctx.Bases.renderSlot(player, slotIndex, true) Economy.updateSign(player) if not profile.tutorialDone and profile.stats.hatched == 1 then ctx.State.tutorial(player, "income") end end end) end local function hatchTick() local t = now() for _, player in Players:GetPlayers() do local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) if profile and base then for k, entry in profile.incubating do if entry.hatchAt and not entry.travel and t >= entry.hatchAt and not base.inTransit["inc:" .. k] then hatch(player, k, entry) end end end end end function Economy.hatchAll(player: Player) local profile = ctx.Data.get(player) if not profile then return end for k, entry in profile.incubating do if entry.hatchAt then entry.hatchAt = now() ctx.Bases.renderIncubator(player, tonumber(k) :: number) end end end ---------------------------------------------------------------------------- income function Economy.updateSign(player: Player) local base = ctx.Bases.of(player) if base then base.data.incomeLabel.Text = Format.rate(Economy.rateOf(player)) end end local function incomeTick() for _, player in Players:GetPlayers() do local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) if profile and base then local rate = Economy.rateOf(player) if rate > 0 then if ctx.Monetization.has(player, "AutoCollect") then profile.cash += rate else profile.bank += rate end ctx.State.dirty(player) end base.data.bankLabel.Text = profile.bank > 0 and ("💰 " .. Format.cash(profile.bank)) or "" base.data.incomeLabel.Text = Format.rate(rate) end end end local function collectTick() for _, player in Players:GetPlayers() do local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) local root = rootOf(player) if profile and base and root and profile.bank >= 1 then local pad = base.data.collector.Position local d = Vector3.new(root.Position.X - pad.X, 0, root.Position.Z - pad.Z).Magnitude if d < 4.5 and math.abs(root.Position.Y - pad.Y) < 8 then local amount = math.floor(profile.bank) profile.cash += amount profile.bank -= amount ctx.Data.markDirty(player) ctx.State.dirty(player) ctx.State.effect("Collect", { base = base.data.index, amount = amount }, player) base.data.bankLabel.Text = "" if not profile.tutorialDone then profile.tutorialDone = true ctx.State.tutorial(player, "done") end end end end end function Economy.offlineEarnings(player: Player) local profile = ctx.Data.get(player) if not profile or profile.lastSeen <= 0 then return end local away = math.clamp(os.time() - profile.lastSeen, 0, Balance.OFFLINE_CAP_SECONDS) local rate = 0 for _, c in profile.creatures do rate += Economy.creatureIncome(c) end rate *= 1 + profile.rebirths * Balance.REBIRTH_INCOME_BONUS local earned = math.floor(away * rate * Balance.OFFLINE_RATE) if earned > 0 and away > 60 then profile.bank += earned ctx.State.effect("WelcomeBack", { earned = earned, away = away }, player) end end ---------------------------------------------------------------------------- upgrades / sell / rebirth function Economy.upgrade(player: Player, kind: string) local profile = ctx.Data.get(player) if not profile then return end local cost, apply if kind == "slots" and profile.slots < Balance.SLOTS_MAX then cost = Balance.SLOT_UPGRADE_COST(profile.slots) apply = function() profile.slots += 1 ctx.Bases.render(player) end elseif kind == "incubators" and profile.incubators < Balance.INCUBATORS_MAX then cost = Balance.INCUBATOR_UPGRADE_COST(profile.incubators) apply = function() profile.incubators += 1 ctx.Bases.render(player) end elseif kind == "hatch" and profile.hatchLevel < Balance.HATCH_SPEED_MAX_LEVEL then cost = Balance.HATCH_SPEED_UPGRADE_COST(profile.hatchLevel) apply = function() profile.hatchLevel += 1 end else return end if profile.cash < cost then ctx.State.notify(player, "Need " .. Format.cash(cost - profile.cash) .. " more", "error") ctx.State.effect("Denied", {}, player) return end profile.cash -= cost apply() ctx.Data.markDirty(player) ctx.State.dirty(player) ctx.State.effect("Upgraded", { kind = kind }, player) for _, entry in profile.incubating do entry.ready = nil end end function Economy.sellValue(entry): number return math.floor(Creatures.byId[entry.id].value * Mutations.mult(entry.mut) * Balance.SELL_FRACTION) end function Economy.sell(player: Player, base, slotIndex: number) if ctx.Bases.of(player) ~= base then return end local profile = ctx.Data.get(player) local key = tostring(slotIndex) local entry = profile and profile.creatures[key] if not entry or base.inTransit["slot:" .. key] then return end local amount = Economy.sellValue(entry) profile.creatures[key] = nil profile.cash += amount ctx.Data.markDirty(player) ctx.Bases.renderSlot(player, slotIndex) ctx.State.dirty(player) ctx.State.effect("Sold", { amount = amount, name = Creatures.byId[entry.id].name }, player) for _, inc in profile.incubating do inc.ready = nil end Economy.updateSign(player) end function Economy.rebirthRequirement(profile): { cash: number, rarity: string }? return Balance.REBIRTHS[profile.rebirths + 1] end function Economy.canRebirth(player: Player): (boolean, string?) local profile = ctx.Data.get(player) local req = profile and Economy.rebirthRequirement(profile) if not req then return false, "Max rebirth reached!" end if profile.cash < req.cash then return false, "Need " .. Format.cash(req.cash) end local need = Rarities.byId[req.rarity].order for _, c in profile.creatures do if Rarities.byId[Creatures.byId[c.id].rarity].order >= need then return true, nil end end return false, "Need a " .. req.rarity .. " creature on display" end function Economy.rebirth(player: Player) local ok, why = Economy.canRebirth(player) local profile = ctx.Data.get(player) if not ok or not profile then ctx.State.notify(player, why or "Can't rebirth yet", "error") return end for uid, t in travels do if t.owner == player then t.model:Destroy() t.anchor:Destroy() travels[uid] = nil end end profile.rebirths += 1 profile.cash = Balance.START_CASH profile.bank = 0 profile.creatures = {} profile.incubating = {} ctx.Data.markDirty(player) task.spawn(ctx.Data.save, player) ctx.Bases.render(player) Economy.updateSign(player) ctx.State.dirty(player) ctx.State.effect("Rebirth", { level = profile.rebirths }, player) ctx.State.announce(string.format("%s REACHED REBIRTH %d! (%dx income)", string.upper(player.DisplayName), profile.rebirths, 1 + profile.rebirths * Balance.REBIRTH_INCOME_BONUS), Color3.fromRGB(255, 120, 220)) end ---------------------------------------------------------------------------- friends local function recountFriends() local players = Players:GetPlayers() for _, p in players do task.spawn(function() local n = 0 for _, other in players do if other ~= p then local ok, yes = pcall(p.IsFriendsWith, p, other.UserId) if ok and yes then n += 1 end end end if p.Parent then friendCount[p] = n ctx.State.dirty(p) end end) end end ---------------------------------------------------------------------------- lifecycle function Economy.onLoaded(player: Player) local profile = ctx.Data.get(player) profile.incubators = math.max(profile.incubators, Balance.INCUBATORS_START) -- eggs that were travelling or carried when the player left start incubating now for _, entry in profile.incubating do if entry.carried or entry.travel or not entry.hatchAt then entry.carried = nil entry.travel = nil entry.total = hatchSeconds(profile, entry.egg) entry.hatchAt = now() + entry.total end entry.ready = nil end -- first join: a free starter egg waits in the incubator and hatches in seconds if not profile.starterGiven then local inc = freeIncubator(profile) if inc then local secs = Balance.STARTER_EGG_HATCH_SECONDS + 10 profile.incubating[inc] = { egg = Eggs.STARTER, uid = ctx.Data.newUid(), total = secs, hatchAt = now() + secs } end profile.starterGiven = true ctx.Data.markDirty(player) end Economy.offlineEarnings(player) recountFriends() end function Economy.onCharacter(player: Player) local carry = carries[player] if carry and carry.victim then ctx.Steal.fail(player, "dropped") end end function Economy.onLeave(player: Player) local carry = carries[player] if carry and carry.victim then ctx.Steal.fail(player, "left") end carries[player] = nil for uid, t in travels do if t.owner == player then t.model:Destroy() t.anchor:Destroy() travels[uid] = nil end end lastBuy[player] = nil friendCount[player] = nil task.defer(recountFriends) end function Economy.init(c, built) ctx = c conveyorStart = built.conveyor.start conveyorFinish = built.conveyor.finish conveyorFolder = Instance.new("Folder") conveyorFolder.Name = "ConveyorEggs" conveyorFolder.Parent = workspace travelFolder = Instance.new("Folder") travelFolder.Name = "TravellingEggs" travelFolder.Parent = workspace anchorFolder = Instance.new("Folder") anchorFolder.Name = "PromptAnchors" anchorFolder.Parent = workspace -- the golden Perfect Catch ring around the belt, under the market stall local zone = Instance.new("Model") zone.Name = "LuckyZone" local half = Balance.LUCKY_ZONE_HALF local y = conveyorStart.Y for _, x in { -half, half } do for _, z in { -4.2, 4.2 } do local post = Instance.new("Part") post.Name = "LuckyPost" post.Anchored = true post.CanCollide = false post.Material = Enum.Material.Neon post.Color = Color3.fromRGB(255, 205, 60) post.Size = Vector3.new(0.5, 6, 0.5) post.CFrame = CFrame.new(x, y + 2, z) post.Parent = zone end local bar = Instance.new("Part") bar.Name = "LuckyBar" bar.Anchored = true bar.CanCollide = false bar.Material = Enum.Material.Neon bar.Color = Color3.fromRGB(255, 205, 60) bar.Size = Vector3.new(0.5, 0.5, 8.9) bar.CFrame = CFrame.new(x, y + 5, 0) bar.Parent = zone end local floor = Instance.new("Part") floor.Name = "LuckyFloor" floor.Anchored = true floor.CanCollide = false floor.CanQuery = false floor.Material = Enum.Material.Neon floor.Color = Color3.fromRGB(255, 220, 90) floor.Transparency = 0.55 floor.Size = Vector3.new(half * 2, 0.1, 6.4) floor.CFrame = CFrame.new(0, y + 0.05, 0) floor.Parent = zone local gui = Instance.new("BillboardGui") gui.Size = UDim2.fromOffset(220, 40) gui.StudsOffsetWorldSpace = Vector3.new(0, 4.2, 0) gui.LightInfluence = 0 gui.MaxDistance = 90 gui.Parent = floor local label = Instance.new("TextLabel") label.BackgroundTransparency = 1 label.Size = UDim2.fromScale(1, 1) label.Font = Enum.Font.FredokaOne label.TextScaled = true label.TextColor3 = Color3.fromRGB(255, 220, 90) label.Text = "⭐ PERFECT CATCH -" .. math.floor(Balance.LUCKY_DISCOUNT * 100) .. "% ⭐" local stroke = Instance.new("UIStroke") stroke.Thickness = 3 stroke.Color = Color3.fromRGB(60, 30, 10) stroke.Parent = label label.Parent = gui zone.Parent = workspace task.spawn(function() -- pre-fill so the belt is never empty on first sight local len = (conveyorFinish - conveyorStart).Magnitude for i = 1, math.floor(len / (Balance.CONVEYOR_SPEED * Balance.CONVEYOR_SPAWN_EVERY)) do Economy.spawnConveyorEgg(i % 3 == 1 and Eggs.STARTER or nil) end for model, item in conveyor do item.spawnAt -= (len / Balance.CONVEYOR_SPEED) * rng:NextNumber(0, 0.95) model:SetAttribute("SpawnAt", item.spawnAt) end while true do task.wait(Balance.CONVEYOR_SPAWN_EVERY) Economy.spawnConveyorEgg() for model, item in conveyor do if (now() - item.spawnAt) * Balance.CONVEYOR_SPEED > len then conveyor[model] = nil model:Destroy() item.anchor:Destroy() end end end end) local acc, accIncome, anchorAcc = 0, 0, 0 RunService.Heartbeat:Connect(function(dt) acc += dt accIncome += dt anchorAcc += dt if anchorAcc >= 0.1 then anchorAcc = 0 local t0 = now() for _, item in conveyor do item.anchor.CFrame = CFrame.new(conveyorPos(item) + Vector3.new(0, 2, 0)) end for _, tr in travels do tr.anchor.CFrame = CFrame.new(travelPos(tr, t0) + Vector3.new(0, 2, 0)) end for model, wild in wilds do if t0 >= wild.startAt + wild.length / Balance.WILD_SPEED then wilds[model] = nil wild.anchor:Destroy() model:Destroy() else wild.anchor.CFrame = CFrame.new(travelPos(wild, t0) + Vector3.new(0, 2, 0)) end end for model, item in conveyor do if item.escapeAt and t0 >= item.escapeAt and not item.sold then escape(model, item) end end end if acc >= 0.2 then acc = 0 hatchTick() collectTick() local t = now() for _, tr in travels do if t >= tr.startAt + tr.length / Balance.EGG_TRAVEL_SPEED then arrive(tr) end end end if accIncome >= 1 then accIncome -= 1 incomeTick() end end) Players.PlayerAdded:Connect(function() task.defer(recountFriends) end) end -- Test hooks (Studio only). function Economy.debugSpawn(eggId: string, mut: string?) if RunService:IsStudio() then Economy.spawnConveyorEgg(eggId, nil, mut) end end function Economy.debugConveyor() return conveyor, conveyorPos end function Economy.debugTravels() return travels end return Economy ]]> Events Monetization 200 and oldestK then profile.purchases[oldestK] = nil end if not ctx.Data.save(player) then -- roll back so the next retry grants exactly once for k in profile do profile[k] = before[k] end return Enum.ProductPurchaseDecision.NotProcessedYet end ctx.State.dirty(player) ctx.State.notify(player, "Thank you! " .. def.name .. " received.", "good") ctx.State.effect("Purchased", { key = key }, player) return Enum.ProductPurchaseDecision.PurchaseGranted end function Monetization.prompt(player: Player, key: string) local pass = Products.passes[key] if pass and pass.id then MarketplaceService:PromptGamePassPurchase(player, pass.id) return end local product = Products.products[key] if product and product.id then MarketplaceService:PromptProductPurchase(player, product.id) end end function Monetization.init(c) ctx = c MarketplaceService.ProcessReceipt = processReceipt MarketplaceService.PromptGamePassPurchaseFinished:Connect(function(player, passId, purchased) if not purchased then return end for key, p in Products.passes do if p.id == passId then owned[player] = owned[player] or {} owned[player][key] = true applyPasses(player) ctx.State.notify(player, p.name .. " unlocked. Thank you!", "good") end end end) Players.PlayerRemoving:Connect(function(p) owned[p] = nil end) end return Monetization ]]> State Steal Balance.STEAL_MAX_DISTANCE then return end -- the thief needs somewhere to put it if kind == "slot" and not ctx.Economy.freeSlot(thief) then ctx.State.notify(thief, "No free pedestal at home! Upgrade or sell first.", "error") return elseif kind == "inc" and not ctx.Economy.freeIncubator(thiefProfile) then ctx.State.notify(thief, "No free incubator at home!", "error") return end lastSteal[thief] = t -- claim it (no yields above this line, so two thieves cannot both pass) base.inTransit[transitKey] = true local name, rarityId = itemInfo(kind, entry) local rarity = Rarities.byId[rarityId] if kind == "slot" then ctx.Bases.renderSlot(victim, index) ctx.Economy.updateSign(victim) else ctx.Bases.renderIncubator(victim, index) end ctx.Economy.startCarry(thief, { kind = kind == "slot" and "creature" or "egg", id = kind == "slot" and entry.id or entry.egg, mut = entry.mut, uid = entry.uid, victim = victim, victimBase = base, victimKey = transitKey, entry = entry, startedAt = now(), }) ctx.State.effect("Alarm", { base = base.data.index, thief = thief.UserId, rarity = rarityId }) ctx.State.notify(victim, string.format("🚨 %s is stealing your %s! Touch them to get it back!", thief.DisplayName, name), "alarm") ctx.State.notify(thief, string.format("You grabbed a %s! Run home before %s catches you!", name, victim.DisplayName), "steal") ctx.Defense.onStealStart(thief, base) if rarity.order >= 5 then ctx.State.announce(string.format("🚨 %s IS RUNNING OFF WITH %s'S %s %s!", string.upper(thief.DisplayName), string.upper(victim.DisplayName), string.upper(rarity.name), string.upper(name)), rarity.color) end end -- Thief got caught / dropped it / timed out: the item goes back to its owner untouched. function Steal.fail(thief: Player, reason: string) local carry = ctx.Economy.carryOf(thief) if not carry or not carry.victim then return end local base = carry.victimBase local victim = carry.victim ctx.Economy.clearCarry(thief) base.inTransit[carry.victimKey] = nil if victim.Parent and base.owner == victim then local kind, idx = string.match(carry.victimKey, "^(%a+):(%d+)$") if kind == "slot" then ctx.Bases.renderSlot(victim, tonumber(idx) :: number, true) ctx.Economy.updateSign(victim) else ctx.Bases.renderIncubator(victim, tonumber(idx) :: number) end if reason == "caught" or reason == "bonked" or reason == "warped" then ctx.State.notify(victim, "You caught " .. thief.DisplayName .. "! Your item is back.", "good") ctx.State.effect("Recovered", { base = base.data.index }, victim) end end local messages = { caught = "Caught! The item went back to its owner.", timeout = "Too slow! The item snapped back home.", dropped = "You dropped it! It flew back home.", bonked = "BONKED! The loot flew back home.", warped = "WARPED! A guardian sent you away and the loot went home.", left = "", } if messages[reason] and messages[reason] ~= "" then ctx.State.notify(thief, messages[reason], "error") end end local function secure(thief: Player) local carry = ctx.Economy.carryOf(thief) local victim = carry.victim local base = carry.victimBase local victimProfile = ctx.Data.get(victim) local thiefProfile = ctx.Data.get(thief) local kind, idx = string.match(carry.victimKey, "^(%a+):(%d+)$") local source = victimProfile and (kind == "slot" and victimProfile.creatures or victimProfile.incubating) local entry = source and source[idx] if not entry or entry.uid ~= carry.uid or not thiefProfile then Steal.fail(thief, "dropped") return end local dest = kind == "slot" and ctx.Economy.freeSlot(thief) or ctx.Economy.freeIncubator(thiefProfile) if not dest then Steal.fail(thief, "dropped") ctx.State.notify(thief, "No room at home! It flew back.", "error") return end -- move ownership: victim loses it first, thief gains it second source[idx] = nil if kind == "slot" then thiefProfile.creatures[dest] = { id = entry.id, uid = entry.uid, mut = entry.mut } thiefProfile.index[entry.id] = true else local remaining = math.max(3, (entry.hatchAt or now()) - now()) thiefProfile.incubating[dest] = { egg = entry.egg, uid = entry.uid, mut = entry.mut, total = entry.total, hatchAt = now() + remaining } end thiefProfile.stats.stolen += 1 victimProfile.stats.robbed += 1 base.inTransit[carry.victimKey] = nil ctx.Economy.clearCarry(thief) ctx.Data.markDirty(victim) ctx.Data.markDirty(thief) task.spawn(function() ctx.Data.save(victim) ctx.Data.save(thief) end) -- visuals if kind == "slot" then ctx.Bases.renderSlot(victim, tonumber(idx) :: number) ctx.Bases.renderSlot(thief, tonumber(dest) :: number, true) else ctx.Bases.renderIncubator(victim, tonumber(idx) :: number) ctx.Bases.renderIncubator(thief, tonumber(dest) :: number) end ctx.Economy.updateSign(victim) ctx.Economy.updateSign(thief) -- the robbed player gets a grace shield so they can't be farmed base.shieldUntil = math.max(base.shieldUntil, now() + Balance.ROBBED_GRACE_SECONDS) ctx.State.dirty(victim) ctx.State.dirty(thief) local name, rarityId = itemInfo(kind, entry) local rarity = Rarities.byId[rarityId] ctx.State.effect("Secured", { base = ctx.Bases.of(thief).data.index, rarity = rarityId, name = name }, thief) ctx.State.notify(victim, string.format("%s stole your %s! Your nest is shielded for %ds.", thief.DisplayName, name, Balance.ROBBED_GRACE_SECONDS), "alarm") if rarity.announceSteal then ctx.State.announce(string.format("%s JUST STOLE A %s %s!", string.upper(thief.DisplayName), string.upper(rarity.name), string.upper(kind == "slot" and name or "EGG")), rarity.color) end end ---------------------------------------------------------------------------- shields function Steal.activateShield(player: Player, seconds: number?, paid: boolean?): boolean local base = ctx.Bases.of(player) if not base then return false end local t = now() if not paid then if t < base.cooldownUntil or t < base.shieldUntil then ctx.State.notify(player, "Shield recharging: " .. Format.time(math.max(base.cooldownUntil, base.shieldUntil) - t), "error") return false end end local profile = ctx.Data.get(player) local dur = seconds or (Balance.SHIELD_SECONDS + (profile and profile.rebirths or 0) * Balance.REBIRTH_SHIELD_BONUS) base.shieldUntil = math.max(base.shieldUntil, t) + dur if not paid then base.cooldownUntil = base.shieldUntil + Balance.SHIELD_COOLDOWN end ctx.State.effect("ShieldUp", { base = base.data.index }) ctx.State.dirty(player) return true end local function shieldVisuals() local t = now() for _, base in ctx.Bases.all() do local shielded = base.owner ~= nil and t < base.shieldUntil local newcomer = base.owner ~= nil and not shielded and t < base.protectedUntil local on = shielded or newcomer local color = shielded and Color3.fromRGB(110, 200, 255) or Color3.fromRGB(150, 255, 190) base.data.dome.Transparency = on and 0.35 or 1 base.data.dome.Color = color base.data.field.Transparency = on and 0.1 or 1 base.data.field.Color = color base.data.model:SetAttribute("ShieldUntil", base.owner and base.shieldUntil or 0) base.data.model:SetAttribute("ProtectedUntil", base.owner and base.protectedUntil or 0) end end function Steal.init(c) ctx = c local acc = 0 RunService.Heartbeat:Connect(function(dt) acc += dt if acc < 0.1 then return end acc = 0 for _, thief in Players:GetPlayers() do local carry = ctx.Economy.carryOf(thief) if carry and carry.victim then local root = rootOf(thief) local victim = carry.victim local thiefBase = ctx.Bases.of(thief) if not victim.Parent or carry.victimBase.owner ~= victim then Steal.fail(thief, "left") elseif not root then Steal.fail(thief, "dropped") elseif now() - carry.startedAt > Balance.STEAL_TIMEOUT then Steal.fail(thief, "timeout") else local vroot = rootOf(victim) if vroot and (vroot.Position - root.Position).Magnitude < Balance.STEAL_TAG_DISTANCE then Steal.fail(thief, "caught") elseif thiefBase and ctx.Bases.inside(thiefBase, root.Position) then secure(thief) end end end end end) task.spawn(function() while true do shieldVisuals() task.wait(0.5) end end) Players.PlayerRemoving:Connect(function(p) lastSteal[p] = nil -- anyone stealing from the leaver drops it (item stays in the leaver's save) for _, thief in Players:GetPlayers() do local carry = ctx.Economy.carryOf(thief) if carry and carry.victim == p then Steal.fail(thief, "left") end end end) end return Steal ]]> World MapBuilder 0 then scale = o.width / size.X elseif o.height and size.Y > 0 then scale = o.height / size.Y end if scale ~= 1 then prop:ScaleTo(prop:GetScale() * scale) end local at = o.at or (collider.CFrame * CFrame.new(0, -collider.Size.Y / 2, 0)) if o.yaw then at *= CFrame.Angles(0, o.yaw, 0) end prop:PivotTo(at * CFrame.new(0, Visuals.bottomOffset(prop), 0)) for _, d in prop:GetDescendants() do if d:IsA("BasePart") then d.Anchored = true d.CanCollide = false d.CanQuery = false end end prop.Name = propId prop.Parent = collider.Parent if not keepCollider then collider.Transparency = 1 end for _, h in o.hide or {} do h.Transparency = 1 end return prop, scale end MapBuilder.dress = dress local function label(parent: BasePart, text: string, size: UDim2, offset: Vector3, color: Color3?): TextLabel local gui = Instance.new("BillboardGui") gui.Size = size gui.StudsOffsetWorldSpace = offset gui.AlwaysOnTop = false gui.LightInfluence = 0 gui.MaxDistance = 140 gui.Parent = parent local t = Instance.new("TextLabel") t.BackgroundTransparency = 1 t.Size = UDim2.fromScale(1, 1) t.Font = Enum.Font.FredokaOne t.TextScaled = true t.TextColor3 = color or Color3.new(1, 1, 1) t.Text = text local stroke = Instance.new("UIStroke") stroke.Thickness = 3 stroke.Color = Color3.fromRGB(30, 20, 50) stroke.Parent = t t.Parent = gui return t end MapBuilder.label = label -- Ground is made of plain parts (not smooth terrain) so the whole world lives in Workspace, -- can be edited in Studio and saved to map/Map.rbxm by tools/export-map.mjs. local function ground(map: Folder) local folder = Instance.new("Folder") folder.Name = "Ground" folder.Parent = map local grass = Color3.fromRGB(110, 196, 92) part(folder, { Name = "Grass", Size = Vector3.new(900, 4, 900), CFrame = CFrame.new(0, -2, 0), Color = grass, Material = Enum.Material.Grass, }) -- walking paths from the plaza to each base for i = 0, Balance.MAX_BASES - 1 do local a = math.rad(22.5 + i * 45) local dir = Vector3.new(math.cos(a), 0, math.sin(a)) local mid = dir * (BASE_RADIUS / 2 + 4) part(folder, { Name = "Path", Size = Vector3.new(12, 0.2, BASE_RADIUS - 40), CFrame = CFrame.lookAt(mid + Vector3.new(0, 0.05, 0), mid + dir * 10 + Vector3.new(0, 0.05, 0)), Color = PALETTE.creamDark, Material = Enum.Material.Pavement, CanCollide = false, }) end -- rolling hills outside the play ring local rng = Random.new(7) for _ = 1, 46 do local a = rng:NextNumber(0, math.pi * 2) local r = rng:NextNumber(205, 330) local rad = rng:NextNumber(18, 44) local hill = part(folder, { Name = "Hill", Shape = Enum.PartType.Ball, Size = Vector3.one * rad * 2, CFrame = CFrame.new(math.cos(a) * r, -rad * 0.55, math.sin(a) * r), Color = grass:Lerp(Color3.fromRGB(70, 160, 80), rng:NextNumber(0, 0.6)), Material = Enum.Material.Grass, }) hill.CastShadow = false end -- pond part(folder, { Name = "Pond", Shape = Enum.PartType.Cylinder, Size = Vector3.new(0.4, 52, 52), CFrame = CFrame.new(0, 0.12, 170) * CFrame.Angles(0, 0, math.rad(90)), Color = Color3.fromRGB(60, 170, 230), Material = Enum.Material.Glass, Transparency = 0.15, Reflectance = 0.2, CanCollide = false, }) end local function lighting() Lighting.ClockTime = 14.8 Lighting.Brightness = 2.4 Lighting.Ambient = Color3.fromRGB(90, 80, 120) Lighting.OutdoorAmbient = Color3.fromRGB(140, 130, 170) Lighting.EnvironmentDiffuseScale = 0.6 Lighting.EnvironmentSpecularScale = 0.6 Lighting.GlobalShadows = true for _, c in Lighting:GetChildren() do if c:IsA("PostEffect") or c:IsA("Atmosphere") or c:IsA("Sky") then c:Destroy() end end local sky = Instance.new("Sky") sky.SunAngularSize = 14 sky.Parent = Lighting local atm = Instance.new("Atmosphere") atm.Density = 0.24 atm.Offset = 0.1 atm.Color = Color3.fromRGB(200, 214, 255) atm.Decay = Color3.fromRGB(150, 120, 220) atm.Glare = 0.2 atm.Haze = 1.4 atm.Parent = Lighting local bloom = Instance.new("BloomEffect") bloom.Intensity = 0.3 bloom.Size = 26 bloom.Threshold = 1.8 bloom.Parent = Lighting local cc = Instance.new("ColorCorrectionEffect") cc.Saturation = 0.18 cc.Contrast = 0.06 cc.Brightness = 0.02 cc.TintColor = Color3.fromRGB(255, 250, 245) cc.Parent = Lighting local sun = Instance.new("SunRaysEffect") sun.Intensity = 0.04 sun.Spread = 0.6 sun.Parent = Lighting end local function plaza(map: Folder): { [string]: any } local center = Instance.new("Folder") center.Name = "Plaza" center.Parent = map local floor = part(center, { Name = "PlazaFloor", Shape = Enum.PartType.Cylinder, Size = Vector3.new(1, 84, 84), CFrame = CFrame.new(0, 0.5, 0) * CFrame.Angles(0, 0, math.rad(90)), Color = PALETTE.cream, Material = Enum.Material.SmoothPlastic, }) part(center, { Name = "PlazaRing", Shape = Enum.PartType.Cylinder, Size = Vector3.new(0.9, 88, 88), CFrame = CFrame.new(0, 0.42, 0) * CFrame.Angles(0, 0, math.rad(90)), Color = PALETTE.purple, }) -- conveyor along X local len = Balance.CONVEYOR_LENGTH local belt = part(center, { Name = "ConveyorBelt", Size = Vector3.new(len, 2.4, 7), CFrame = CFrame.new(0, 2.2, 0), Color = PALETTE.belt, Material = Enum.Material.Fabric, }) local tex = Instance.new("Texture") tex.Face = Enum.NormalId.Top tex.Texture = "rbxasset://textures/terrain/pavement.png" tex.StudsPerTileU = 4 tex.StudsPerTileV = 4 tex.Transparency = 0.7 tex.Parent = belt local rails = {} for side = -1, 1, 2 do rails[#rails + 1] = part(center, { Name = "Rail", Size = Vector3.new(len + 2, 1.2, 0.9), CFrame = CFrame.new(0, 3.6, side * 3.9), Color = PALETTE.gold, Material = Enum.Material.Metal, }) end -- Blender segment: 8 long along its local Z (belt top 1.005 above origin) -> turn to run along X local segments = math.floor(len / 8) for i = 0, segments - 1 do local x = -len / 2 + 4 + i * 8 local seg = part(center, { Name = "ConveyorSegmentAnchor", Size = Vector3.new(8, 2.4, 7), CFrame = CFrame.new(x, 2.2, 0), Transparency = 1, CanCollide = false, }) if dress(seg, "conveyor_segment", true, { at = CFrame.new(x, 3.4 - 1.005, 0), yaw = math.rad(-90), hide = rails }) then belt.Transparency = 1 tex.Transparency = 1 end end -- spawn chutes at both ends for side = -1, 1, 2 do local chute = part(center, { Name = "Chute", Size = Vector3.new(6, 10, 9), CFrame = CFrame.new(side * (len / 2 + 2), 6, 0), Color = PALETTE.purpleDeep, }) local hole = part(center, { Name = "ChuteGlow", Size = Vector3.new(0.4, 5, 6), CFrame = CFrame.new(side * (len / 2 - 1.1), 5.4, 0), Color = PALETTE.mint, Material = Enum.Material.Neon, }) hole.CanCollide = false chute.Name = side < 0 and "ChuteIn" or "ChuteOut" end -- shop canopy over the middle local stall = part(center, { Name = "ShopStall", Size = Vector3.new(26, 1.2, 14), CFrame = CFrame.new(0, 15, 0), Color = PALETTE.blue, }) for sx = -1, 1, 2 do for sz = -1, 1, 2 do part(center, { Name = "StallPost", Size = Vector3.new(1.4, 14, 1.4), CFrame = CFrame.new(sx * 12, 8, sz * 6), Color = PALETTE.cream, }) end end local sign = part(center, { Name = "ShopSign", Size = Vector3.new(22, 5, 1), CFrame = CFrame.new(0, 18.4, 0), Color = PALETTE.purple, }) for _, face in { Enum.NormalId.Front, Enum.NormalId.Back } do local sg = Instance.new("SurfaceGui") sg.Face = face sg.CanvasSize = Vector2.new(880, 200) sg.LightInfluence = 0 sg.Parent = sign local t = Instance.new("TextLabel") t.BackgroundTransparency = 1 t.Size = UDim2.fromScale(1, 1) t.Font = Enum.Font.FredokaOne t.TextScaled = true t.TextColor3 = PALETTE.gold t.Text = "🥚 EGG MARKET 🥚" local st = Instance.new("UIStroke") st.Thickness = 4 st.Color = Color3.fromRGB(30, 20, 50) st.Parent = t t.Parent = sg end -- the Blender stall is 24 wide with the belt running through its depth: turn it 90 deg local posts = {} for _, d in center:GetChildren() do if d.Name == "StallPost" then table.insert(posts, d) end end if dress(stall, "egg_shop_stall", false, { at = CFrame.new(0, 1, 0), yaw = math.rad(90), width = 34, hide = posts }) then sign.Transparency = 1 sign.Position = Vector3.new(0, 23.5, 0) for _, p in posts do p.CanCollide = false end end -- spawn on the plaza, looking straight at the conveyor local spawn = Instance.new("SpawnLocation") spawn.Name = "Spawn" spawn.Anchored = true spawn.Size = Vector3.new(10, 1, 10) spawn.CFrame = CFrame.lookAt(Vector3.new(-14, 1.05, -22), Vector3.new(-2, 1.05, 4)) -- belt, golden ring and monument in view spawn.Transparency = 1 spawn.CanCollide = false spawn.Neutral = true spawn.Duration = 0 spawn.Parent = center floor.Name = "PlazaFloor" return { start = Vector3.new(-len / 2, 3.4 + 0.02, 0), finish = Vector3.new(len / 2, 3.4 + 0.02, 0), } end local function scenery(map: Folder) local folder = Instance.new("Folder") folder.Name = "Scenery" folder.Parent = map local rng = Random.new(42) local function blocked(p: Vector3): boolean if p.Magnitude < 60 then return true end for i = 0, Balance.MAX_BASES - 1 do local a = math.rad(22.5 + i * 45) local c = Vector3.new(math.cos(a), 0, math.sin(a)) * BASE_RADIUS if (p - c).Magnitude < 40 then return true end -- keep paths clear local dir = Vector3.new(math.cos(a), 0, math.sin(a)) local along = p:Dot(dir) if along > 0 and along < BASE_RADIUS and (p - dir * along).Magnitude < 12 then return true end end return false end for i = 1, 70 do local a = rng:NextNumber(0, math.pi * 2) local r = rng:NextNumber(70, 200) local p = Vector3.new(math.cos(a) * r, 0, math.sin(a) * r) if not blocked(p) then local kind = rng:NextInteger(1, 3) local s = rng:NextNumber(0.8, 1.4) if kind <= 2 then local trunk = part(folder, { Name = "Tree", Size = Vector3.new(1.6, 7, 1.6) * s, CFrame = CFrame.new(p + Vector3.new(0, 3.5 * s, 0)), Color = PALETTE.wood, }) local crown = part(folder, { Name = "TreeCrown", Shape = Enum.PartType.Ball, Size = Vector3.one * 9 * s, CFrame = CFrame.new(p + Vector3.new(0, 9.5 * s, 0)), Color = Color3.fromRGB(70 + rng:NextInteger(0, 30), 180 + rng:NextInteger(0, 40), 90), }) if dress(trunk, kind == 1 and "tree_round" or "tree_pine", false, { at = CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), height = 13 * s }) then crown:Destroy() end else local rock = part(folder, { Name = "Rock", Shape = Enum.PartType.Ball, Size = Vector3.new(5, 3.4, 4.4) * s, CFrame = CFrame.new(p + Vector3.new(0, 1, 0)) * CFrame.Angles(0, rng:NextNumber(0, 6), 0), Color = Color3.fromRGB(150, 146, 170), }) dress(rock, "rock_cluster", false, { at = CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), width = 6 * s }) end end end -- lamps along each path for i = 0, Balance.MAX_BASES - 1 do local a = math.rad(22.5 + i * 45) local dir = Vector3.new(math.cos(a), 0, math.sin(a)) local side = Vector3.new(-dir.Z, 0, dir.X) for _, d in { 55, 80 } do local pos = dir * d + side * 8 local post = part(folder, { Name = "Lamp", Size = Vector3.new(0.8, 9, 0.8), CFrame = CFrame.new(pos + Vector3.new(0, 4.5, 0)), Color = PALETTE.purpleDeep, }) local bulb = part(folder, { Name = "LampBulb", Shape = Enum.PartType.Ball, Size = Vector3.one * 1.8, CFrame = CFrame.new(pos + Vector3.new(0, 9.4, 0)), Color = PALETTE.gold, Material = Enum.Material.Neon, }) local light = Instance.new("PointLight") light.Range = 18 light.Color = PALETTE.gold light.Brightness = 1.2 light.Parent = bulb if dress(post, "lamp_post", false, { height = 10 }) then bulb.Transparency = 1 end end end end -- The magical egg valley around the play area: monument, cliffs with waterfalls, floating -- islands, clouds, giant mushrooms, crystals, flowers, nest trees, fences, windmills, rainbow. -- Every piece is a Blender prop; anything not imported yet is simply skipped. local function decor(map: Folder) local folder = Instance.new("Folder") folder.Name = "Decor" folder.Parent = map local rng = Random.new(2027) local function place(id: string, cf: CFrame, opts: { width: number?, height: number? }?): Model? local prop = Visuals.prop(id) if not prop then return nil end prop:PivotTo(CFrame.new()) local _, size = prop:GetBoundingBox() local o = opts or {} local scale = (o.width and size.X > 0 and o.width / size.X) or (o.height and size.Y > 0 and o.height / size.Y) or 1 if scale ~= 1 then prop:ScaleTo(prop:GetScale() * scale) end prop:PivotTo(cf * CFrame.new(0, Visuals.bottomOffset(prop), 0)) for _, d in prop:GetDescendants() do if d:IsA("BasePart") then d.Anchored = true d.CanCollide = false d.CanQuery = false d.CastShadow = size.Y * scale < 40 end end prop.Name = id prop.Parent = folder return prop end local function clear(p: Vector3, margin: number): boolean if p.Magnitude < 52 + margin then return false end for i = 0, Balance.MAX_BASES - 1 do local a = math.rad(22.5 + i * 45) local dir = Vector3.new(math.cos(a), 0, math.sin(a)) if (p - dir * BASE_RADIUS).Magnitude < 36 + margin then return false end local along = p:Dot(dir) if along > 0 and along < BASE_RADIUS and (p - dir * along).Magnitude < 9 + margin then return false end end return true end local function ring(rMin: number, rMax: number, margin: number): Vector3? for _ = 1, 30 do local a = rng:NextNumber(0, math.pi * 2) local r = rng:NextNumber(rMin, rMax) local p = Vector3.new(math.cos(a) * r, 0, math.sin(a) * r) if clear(p, margin) then return p end end return nil end local function facing(p: Vector3): CFrame return CFrame.lookAt(p, Vector3.new(0, p.Y, 0)) end -- centrepiece: a giant golden egg on the far side of the belt, seen from spawn place("egg_monument", CFrame.new(0, 1, 27) * CFrame.Angles(0, math.pi, 0), { height = 20 }) -- a rainbow over the far hills and a ring of waterfall cliffs closing the horizon place("rainbow_arch", CFrame.new(0, -6, 330) * CFrame.Angles(0, math.pi, 0), { width = 220 }) for i = 0, 7 do local a = math.rad(i * 45 + 5) local p = Vector3.new(math.cos(a), 0, math.sin(a)) * 330 place("waterfall_cliff", facing(p) * CFrame.new(0, -4, 0), { width = 90 }) end -- floating islands drifting above the valley (clients bob them gently) for i = 1, 7 do local a = math.rad(i * 51 + 10) local r = rng:NextNumber(150, 240) local p = Vector3.new(math.cos(a) * r, rng:NextNumber(45, 85), math.sin(a) * r) local isl = place("floating_island", CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { width = rng:NextNumber(22, 40) }) if isl then isl:SetAttribute("Float", true) end end for _ = 1, 14 do local a = rng:NextNumber(0, math.pi * 2) local r = rng:NextNumber(60, 360) place("cloud", CFrame.new(math.cos(a) * r, rng:NextNumber(95, 140), math.sin(a) * r) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { width = rng:NextNumber(28, 60) }) end -- windmill hatcheries between some nests for _, deg in { 0, 90, 180, 270 } do local a = math.rad(deg) local p = Vector3.new(math.cos(a), 0, math.sin(a)) * 178 local w = place("windmill_hatchery", facing(p), { height = 30 }) if w then w:SetAttribute("Windmill", true) end end -- giant mushrooms, crystals, nest trees, flowers for _ = 1, 12 do local p = ring(70, 230, 8) if p then place("giant_mushroom", CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { height = rng:NextNumber(11, 19) }) end end for _ = 1, 16 do local p = ring(64, 240, 5) if p then place("crystal_cluster", CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { height = rng:NextNumber(5, 11) }) end end for _ = 1, 7 do local p = ring(150, 260, 12) if p then place("nest_tree", CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { height = rng:NextNumber(20, 28) }) end end for _ = 1, 55 do local p = ring(48, 220, 2) if p then place("flower_patch", CFrame.new(p) * CFrame.Angles(0, rng:NextNumber(0, 6.28), 0), { width = rng:NextNumber(5, 9) }) end end -- fences along every path, and a bridge over the pond for i = 0, Balance.MAX_BASES - 1 do local a = math.rad(22.5 + i * 45) local dir = Vector3.new(math.cos(a), 0, math.sin(a)) local side = Vector3.new(-dir.Z, 0, dir.X) for d = 58, 88, 9 do for _, sgn in { -1, 1 } do local p = dir * d + side * sgn * 8.5 -- the fence runs along its local X, so face it sideways to line it up with the path place("fence_segment", CFrame.lookAt(p, p + side * sgn), { width = 8.5 }) end end end place("arch_bridge", CFrame.new(0, 0, 170) * CFrame.Angles(0, math.pi / 2, 0), { width = 20 }) end -- One base. Front (gate) faces the plaza. local function base(map: Folder, index: number) local a = math.rad(22.5 + (index - 1) * 45) local pos = Vector3.new(math.cos(a), 0, math.sin(a)) * BASE_RADIUS local cf = CFrame.lookAt(pos, Vector3.zero) -- -Z points at the plaza local color = BASE_COLORS[index] local model = Instance.new("Model") model.Name = "Base" .. index model:SetAttribute("BaseIndex", index) model:SetAttribute("OwnerUserId", 0) model.Parent = map local pad = part(model, { Name = "Pad", Size = Vector3.new(BASE_HALF * 2, 1.2, BASE_HALF * 2), CFrame = cf * CFrame.new(0, 0.6, 0), Color = PALETTE.cream, }) part(model, { Name = "Trim", Size = Vector3.new(BASE_HALF * 2 + 2, 0.9, BASE_HALF * 2 + 2), CFrame = cf * CFrame.new(0, 0.45, 0), Color = color, }) local trim = model:FindFirstChild("Trim") :: BasePart dress(pad, "base_pad", false, { at = cf * CFrame.new(0, 1.2 - 1.25 * 1.1, 0), width = BASE_HALF * 2, hide = { trim } }) -- low fence, gap at the gate local fenceH = 3.4 local glassH = 4.4 -- glass rail on top: too tall to jump, so the gate is the only way in for _, e in { { CFrame.new(0, 0, BASE_HALF), Vector3.new(BASE_HALF * 2, fenceH, 1) }, { CFrame.new(-BASE_HALF, 0, 0), Vector3.new(1, fenceH, BASE_HALF * 2) }, { CFrame.new(BASE_HALF, 0, 0), Vector3.new(1, fenceH, BASE_HALF * 2) }, { CFrame.new(-BASE_HALF / 2 - 4, 0, -BASE_HALF), Vector3.new(BASE_HALF - 8, fenceH, 1) }, { CFrame.new(BASE_HALF / 2 + 4, 0, -BASE_HALF), Vector3.new(BASE_HALF - 8, fenceH, 1) }, } do part(model, { Name = "Fence", Size = e[2], CFrame = cf * e[1] * CFrame.new(0, 1.2 + fenceH / 2, 0), Color = color, }) part(model, { Name = "FenceGlass", Size = Vector3.new(e[2].X, glassH, e[2].Z), CFrame = cf * e[1] * CFrame.new(0, 1.2 + fenceH + glassH / 2, 0), Color = Color3.fromRGB(200, 235, 255), Material = Enum.Material.Glass, Transparency = 0.7, CastShadow = false, }) end -- gate arch local gate = Instance.new("Model") gate.Name = "Gate" gate.Parent = model for side = -1, 1, 2 do part(gate, { Name = "GatePillar", Size = Vector3.new(2, 12, 2), CFrame = cf * CFrame.new(side * 8, 7.2, -BASE_HALF), Color = PALETTE.purple, }) end local beam = part(gate, { Name = "GateTop", Size = Vector3.new(18, 2, 2.4), CFrame = cf * CFrame.new(0, 13.6, -BASE_HALF), Color = PALETTE.purple, }) local field = part(gate, { Name = "ShieldField", Size = Vector3.new(14, 11, 0.4), CFrame = cf * CFrame.new(0, 7, -BASE_HALF), Color = Color3.fromRGB(110, 200, 255), Material = Enum.Material.ForceField, Transparency = 1, CanCollide = false, CanQuery = false, }) local gateParts = {} for _, d in gate:GetChildren() do if d:IsA("BasePart") and d ~= field then table.insert(gateParts, d) end end local _, gateScale = dress(beam, "gate_arch", true, { at = cf * CFrame.new(0, 1.2, -BASE_HALF), width = 18, hide = gateParts }) if gate:FindFirstChild("gate_arch") then field.Size = Vector3.new(11 * gateScale, 9.2 * gateScale, 0.4) field.CFrame = cf * CFrame.new(0, 1.2 + 4.6 * gateScale, -BASE_HALF) end -- shield dome (visual only; steals are blocked server-side) local dome = part(model, { Name = "ShieldDome", Shape = Enum.PartType.Ball, Size = Vector3.one * (BASE_HALF * 2 + 14), CFrame = cf * CFrame.new(0, 0, 0), Color = Color3.fromRGB(110, 200, 255), Material = Enum.Material.ForceField, Transparency = 1, CanCollide = false, CanQuery = false, CastShadow = false, }) -- owner sign at the back local sign = part(model, { Name = "Sign", Size = Vector3.new(16, 6, 1), CFrame = cf * CFrame.new(0, 11, BASE_HALF - 1), Color = PALETTE.purpleDeep, }) for side = -1, 1, 2 do part(model, { Name = "SignPost", Size = Vector3.new(1, 9, 1), CFrame = cf * CFrame.new(side * 6, 5.6, BASE_HALF - 1), Color = PALETTE.purpleDeep, }) end local sg = Instance.new("SurfaceGui") sg.Face = Enum.NormalId.Front sg.CanvasSize = Vector2.new(640, 240) sg.LightInfluence = 0 sg.Parent = sign local owner = Instance.new("TextLabel") owner.Name = "Owner" owner.BackgroundTransparency = 1 owner.Size = UDim2.fromScale(1, 0.62) owner.Font = Enum.Font.FredokaOne owner.TextScaled = true owner.TextColor3 = Color3.new(1, 1, 1) owner.Text = "EMPTY BASE" owner.Parent = sg local income = owner:Clone() income.Name = "Income" income.Position = UDim2.fromScale(0, 0.6) income.Size = UDim2.fromScale(1, 0.38) income.TextColor3 = PALETTE.gold income.Text = "" income.Parent = sg local signPosts = {} for _, d in model:GetChildren() do if d.Name == "SignPost" then table.insert(signPosts, d) end end local signProp, signScale = dress(sign, "sign_board", false, { at = cf * CFrame.new(0, 1.2, BASE_HALF - 1), width = 16, hide = signPosts }) if signProp then -- the SurfaceGui rides an invisible part laid exactly over the board face sign.Size = Vector3.new(5.4 * signScale, 2.4 * signScale, 0.4) sign.CFrame = cf * CFrame.new(0, 1.2 + 3.9 * signScale, BASE_HALF - 1 - 0.175 * signScale - 0.25) end -- collector pad near the gate local collector = part(model, { Name = "Collector", Shape = Enum.PartType.Cylinder, Size = Vector3.new(0.6, 7, 7), CFrame = cf * CFrame.new(0, 1.5, -BASE_HALF + 8) * CFrame.Angles(0, 0, math.rad(90)), Color = PALETTE.gold, Material = Enum.Material.Neon, }) local bank = label(collector, "$0", UDim2.fromScale(8, 2.2), Vector3.new(0, 4, 0), PALETTE.gold) bank.Name = "BankLabel" dress(collector, "collector_pad", false, { at = cf * CFrame.new(0, 1.2, -BASE_HALF + 8), width = 7 }) -- upgrade machine local upgrade = part(model, { Name = "UpgradeMachine", Size = Vector3.new(4, 6, 3), CFrame = cf * CFrame.new(BASE_HALF - 6, 4.2, -BASE_HALF + 6), Color = PALETTE.blue, }) label(upgrade, "UPGRADES", UDim2.fromScale(7, 1.6), Vector3.new(0, 4.4, 0), PALETTE.mint) dress(upgrade, "upgrade_machine", false, { width = 4 }) -- incubators (left column) and creature pedestals (3x4 grid) for i = 1, Balance.INCUBATORS_MAX do local c = cf * CFrame.new(-BASE_HALF + 6, 1.2, -BASE_HALF + 16 + (i - 1) * 8.5) local stand = part(model, { Name = "Incubator" .. i, Shape = Enum.PartType.Cylinder, Size = Vector3.new(2, 6, 6), CFrame = c * CFrame.new(0, 1, 0) * CFrame.Angles(0, 0, math.rad(90)), Color = PALETTE.blueDeep, }) local ring = part(model, { Name = "IncubatorRing" .. i, Shape = Enum.PartType.Cylinder, Size = Vector3.new(0.5, 6.6, 6.6), CFrame = c * CFrame.new(0, 2.1, 0) * CFrame.Angles(0, 0, math.rad(90)), Color = PALETTE.mint, Material = Enum.Material.Neon, }) local prop, incScale = dress(stand, "incubator", false, { at = c, width = 6, hide = { ring } }) local socketY = prop and 1.36 * incScale or 2.3 stand:SetAttribute("Socket", c * CFrame.new(0, socketY, 0)) if prop then local ref = Instance.new("ObjectValue") ref.Name = "Prop" ref.Value = prop ref.Parent = stand end end local cols = { -7, 1, 9, 17 } for row = 1, 4 do for col = 1, 4 do local i = (row - 1) * 4 + col local c = cf * CFrame.new(cols[col], 1.2, -BASE_HALF + 16 + (row - 1) * 8.5) local ped = part(model, { Name = "Pedestal" .. i, Size = Vector3.new(5, 1.4, 5), CFrame = c * CFrame.new(0, 0.7, 0), Color = PALETTE.creamDark, }) local pedProp, pedScale = dress(ped, "display_pedestal", false, { at = c, width = 5 }) ped:SetAttribute("Socket", c * CFrame.new(0, pedProp and 0.91 * pedScale or 1.4, 0)) if pedProp then local ref = Instance.new("ObjectValue") ref.Name = "Prop" ref.Value = pedProp ref.Parent = ped end end end model:SetAttribute("BaseCFrame", cf) model:SetAttribute("BaseColor", color) end -- Builds the whole world into Workspace.Map (run in Studio Edit by tools/export-map.mjs, or at -- runtime when the place has no saved map). Runtime code always goes through MapBuilder.bind. function MapBuilder.build(): Folder local old = Workspace:FindFirstChild("Map") if old then old:Destroy() end local baseplate = Workspace:FindFirstChild("Baseplate") if baseplate then baseplate:Destroy() end local spawn = Workspace:FindFirstChildOfClass("SpawnLocation") if spawn then spawn:Destroy() end local map = Instance.new("Folder") map.Name = "Map" map.Parent = Workspace Workspace.Terrain:Clear() ground(map) lighting() local conveyor = plaza(map) map.Plaza:SetAttribute("ConveyorStart", conveyor.start) map.Plaza:SetAttribute("ConveyorFinish", conveyor.finish) scenery(map) decor(map) for i = 1, Balance.MAX_BASES do base(map, i) end map:SetAttribute("Version", 2) return map end -- Reads an existing Workspace.Map (saved in the place, or just built) into the tables the services -- use. Anything an editor moves in Studio is picked up from the instances themselves. function MapBuilder.bind(map: Folder): { conveyor: { [string]: Vector3 }, bases: { any } } lighting() local plazaFolder = map:WaitForChild("Plaza") local bases = {} for i = 1, Balance.MAX_BASES do local model = map:WaitForChild("Base" .. i) :: Model local sign = model:FindFirstChild("Sign") :: BasePart local sg = sign:FindFirstChildOfClass("SurfaceGui") :: SurfaceGui local collector = model:FindFirstChild("Collector") :: BasePart local incubators, slots = {}, {} for n = 1, Balance.INCUBATORS_MAX do local stand = model:FindFirstChild("Incubator" .. n) :: BasePart local ref = stand:FindFirstChild("Prop") :: ObjectValue? incubators[n] = { stand = stand, ring = model:FindFirstChild("IncubatorRing" .. n), socket = stand:GetAttribute("Socket"), prop = ref and ref.Value, } end local p = 1 while model:FindFirstChild("Pedestal" .. p) do local ped = model:FindFirstChild("Pedestal" .. p) :: BasePart local ref = ped:FindFirstChild("Prop") :: ObjectValue? slots[p] = { pedestal = ped, socket = ped:GetAttribute("Socket"), prop = ref and ref.Value } p += 1 end local bankGui = collector:FindFirstChildOfClass("BillboardGui") :: BillboardGui bases[i] = { index = i, model = model, cframe = model:GetAttribute("BaseCFrame"), color = model:GetAttribute("BaseColor"), pad = model:FindFirstChild("Pad"), dome = model:FindFirstChild("ShieldDome"), field = (model:FindFirstChild("Gate") :: Model):FindFirstChild("ShieldField"), ownerLabel = sg:FindFirstChild("Owner"), incomeLabel = sg:FindFirstChild("Income"), collector = collector, bankLabel = bankGui:FindFirstChild("BankLabel"), upgrade = model:FindFirstChild("UpgradeMachine"), incubators = incubators, slots = slots, } end return { conveyor = { start = plazaFolder:GetAttribute("ConveyorStart"), finish = plazaFolder:GetAttribute("ConveyorFinish") }, bases = bases, } end -- Local position check: is a world point inside base b? function MapBuilder.inside(b: any, point: Vector3): boolean local lp = b.cframe:PointToObjectSpace(point) return math.abs(lp.X) <= BASE_HALF + 1 and math.abs(lp.Z) <= BASE_HALF + 1 and lp.Y > -4 and lp.Y < 40 end return MapBuilder ]]> ServerStorage Tests diag economy " .. Format.short(999)) check(Format.short(1000) == "1K", "1000 -> " .. Format.short(1000)) check(Format.short(1500) == "1.5K", "1500 -> " .. Format.short(1500)) check(Format.short(2500000) == "2.5M", "2.5M -> " .. Format.short(2500000)) check(Format.short(100000000) == "100M", "100M -> " .. Format.short(100000000)) check(Format.short(0 / 0) == "0", "NaN safe") check(Format.time(75) == "1:15", "time 75 -> " .. Format.time(75)) -- every egg maps to an existing creature of the same rarity, ids unique local seenCreature = {} local prevPrice, prevIncome = 0, 0 print(string.format("%-14s %-9s %10s %9s %8s", "egg", "rarity", "price", "income", "payback")) for _, e in Eggs.list do local c = Creatures.byId[e.creature] check(c ~= nil, e.id .. " creature missing") check(Rarities.byId[e.rarity] ~= nil, e.id .. " rarity missing") if c then check(c.rarity == e.rarity, e.id .. " rarity mismatch") check(not seenCreature[c.id], c.id .. " used twice") seenCreature[c.id] = true check(e.price > prevPrice, e.id .. " price not increasing") check(c.income > prevIncome, c.id .. " income not increasing") check(c.value * Balance.SELL_FRACTION < e.price, c.id .. " selling profits more than buying (infinite money)") local payback = e.price / c.income print(string.format("%-14s %-9s %10s %9s %7ds", e.id, e.rarity, Format.short(e.price), Format.short(c.income), payback)) prevPrice, prevIncome = e.price, c.income end end -- payback grows monotonically (no tier is a "free" skip) local prev = 0 for _, e in Eggs.list do local p = e.price / Creatures.byId[e.creature].income check(p >= prev * 0.95, e.id .. " payback drops: " .. p) prev = p end -- upgrade costs strictly increase and stay finite for s = Balance.SLOTS_START, Balance.SLOTS_MAX - 1 do check(Balance.SLOT_UPGRADE_COST(s + 1) > Balance.SLOT_UPGRADE_COST(s), "slot cost not increasing at " .. s) end print(fails == 0 and "ALL ECONOMY CHECKS PASSED" or (fails .. " FAILURES")) ]]> loop carry -> place -> hatch -> income -> collect -> upgrade -> sell -> shield. -- No yields longer than needed; prints a PASS/FAIL report. local Players = game:GetService("Players") return function(ctx) local player = Players:GetPlayers()[1] local out = {} local function check(cond, msg) table.insert(out, (cond and "PASS " or "FAIL ") .. msg) end local function waitFor(fn, timeout) local t = os.clock() while os.clock() - t < (timeout or 10) do if fn() then return true end task.wait(0.1) end return false end assert(player, "no player in playtest") waitFor(function() return ctx.Data.get(player) ~= nil and ctx.Bases.of(player) ~= nil and player.Character ~= nil end, 15) local profile = ctx.Data.get(player) local base = ctx.Bases.of(player) local hrp = player.Character:WaitForChild("HumanoidRootPart") check(profile ~= nil and base ~= nil, "profile loaded + base assigned (base " .. tostring(base and base.data.index) .. ")") check(workspace:FindFirstChild("ConveyorEggs") and #workspace.ConveyorEggs:GetChildren() > 0, "conveyor has eggs: " .. #workspace.ConveyorEggs:GetChildren()) -- starter egg hatches into a creature local starterOk = waitFor(function() for _ in profile.creatures do return true end return false end, 25) check(starterOk, "starter egg hatched into a creature") -- buy an egg from the conveyor profile.cash = 1000 ctx.State.dirty(player) local conveyor, posOf = ctx.Economy.debugConveyor() local target for model, item in conveyor do if item.egg == "speckled_egg" or not target then target = model end end local item = conveyor[target] hrp.CFrame = CFrame.new(posOf(item) + Vector3.new(0, 0, -6)) task.wait(0.3) local cashBefore = profile.cash ctx.Economy.buy(player, target) check(profile.cash < cashBefore, "cash deducted " .. cashBefore .. " -> " .. profile.cash) local travel for _, t in ctx.Economy.debugTravels() do if t.owner == player then travel = t end end check(travel ~= nil, "bought egg is hopping home on its own") check(travel and travel.model.Parent ~= nil and travel.model:GetAttribute("Path") ~= nil, "travelling egg has a path for clients") -- the owner cannot outbid their own egg local cashOwn = profile.cash if travel then ctx.Economy.outbid(player, travel.uid) end check(profile.cash == cashOwn, "owner cannot outbid own egg") -- fast-forward the trip if travel then travel.startAt -= 999 end local placed = waitFor(function() for _, e in profile.incubating do if e.hatchAt and not e.travel and e.egg ~= "speckled_egg_starter" then return true end end return false end, 3) check(placed, "egg arrived home and started incubating") local incKey, incEntry for k, e in profile.incubating do incKey, incEntry = k, e end check(incEntry ~= nil and incEntry.hatchAt ~= nil, "egg incubating with a hatch time") -- mutations: a Golden egg costs 1.5x and its creature earns 1.5x local hooks = game.ServerScriptService.TestHooks ctx.Economy.debugSpawn("meadow_egg", "Golden") local golden for m, it in conveyor do if it.egg == "meadow_egg" and it.mut == "Golden" then golden = it end end check(golden ~= nil and golden.price == math.floor(40 * 1.5), "golden egg priced at 1.5x: " .. tostring(golden and golden.price)) check(ctx.Economy.creatureIncome({ id = "fox_orange", mut = "Golden" }) == 3, "golden creature earns 1.5x") local _ = hooks -- force hatch if incEntry then incEntry.hatchAt = workspace:GetServerTimeNow() end local creaturesBefore = 0 for _ in profile.creatures do creaturesBefore += 1 end local hatched = waitFor(function() local n = 0 for _ in profile.creatures do n += 1 end return n > creaturesBefore end, 3) check(hatched, "egg hatched into a second creature") task.wait(3.5) check(base.models["slot:1"] ~= nil, "creature model rendered on pedestal 1") -- income accrues into the bank, collector pays out local rate = ctx.Economy.rateOf(player) check(rate > 0, "income rate " .. rate .. "/s") profile.bank = 0 task.wait(2.2) check(profile.bank >= rate, "bank accrued " .. profile.bank) local cashPre = profile.cash hrp.CFrame = CFrame.new(base.data.collector.Position + Vector3.new(0, 3, 0)) local collected = waitFor(function() return profile.cash > cashPre end, 3) check(collected, "collector paid out " .. (profile.cash - cashPre)) -- upgrade slots (enough cash), refuse when broke profile.cash = 1e6 local slots = profile.slots ctx.Economy.upgrade(player, "slots") check(profile.slots == slots + 1, "slot upgrade applied") profile.cash = 0 local incBefore = profile.incubators ctx.Economy.upgrade(player, "incubators") check(profile.incubators == incBefore, "upgrade refused without cash") -- sell pays half value and frees the slot profile.cash = 0 local key = next(profile.creatures) ctx.Economy.sell(player, base, tonumber(key)) check(profile.creatures[key] == nil and profile.cash > 0, "sell freed slot and paid " .. profile.cash) -- shield: on, then refused during cooldown base.protectedUntil = 0 local on = ctx.Steal.activateShield(player) check(on and ctx.Bases.isProtected(base), "shield activates") local again = ctx.Steal.activateShield(player) check(not again, "shield refuses while active/cooling down") base.shieldUntil = 0 base.cooldownUntil = 0 -- self-steal is impossible local before = profile.creatures[next(profile.creatures) or ""] ctx.Steal.begin(player, base, "slot", 1) check(ctx.Economy.carryOf(player) == nil, "cannot steal from own base") -- wild eggs: an Epic egg can escape the belt and run around the plaza with a CATCH prompt ctx.Economy.debugSpawn("lava_egg") local lavaModel for m, it in conveyor do if it.egg == "lava_egg" then it.escapeAt = workspace:GetServerTimeNow() lavaModel = m end end local escaped = waitFor(function() return lavaModel ~= nil and lavaModel:GetAttribute("Wild") == true and lavaModel.Parent == workspace.TravellingEggs end, 2) check(escaped, "epic egg escaped and is running wild") local catchPrompt = false for _, a in workspace.PromptAnchors:GetChildren() do if a:FindFirstChild("CatchPrompt") then catchPrompt = true end end check(catchPrompt, "wild egg has a server-side CATCH prompt") -- every conveyor buy prompt sits on a server-moved anchor (Roblox validates prompts server-side) local anchored = 0 for _, it in conveyor do if it.anchor and it.anchor.Parent and it.anchor:FindFirstChild("BuyPrompt") then anchored += 1 end end check(anchored > 0, "conveyor prompts live on server anchors (" .. anchored .. ")") -- rebirth: needs cash + a Rare creature; resets cash/creatures, keeps upgrades, raises multiplier profile.cash = 10 local okR = ctx.Economy.canRebirth(player) check(not okR, "rebirth refused without requirements") profile.cash = 30000 profile.creatures["1"] = { id = "turtle_crystal", uid = "test-rare" } local slotsBefore = profile.slots ctx.Economy.rebirth(player) check(profile.rebirths == 1 and next(profile.creatures) == nil and profile.slots == slotsBefore, "rebirth applied (level " .. profile.rebirths .. ")") check(math.abs(ctx.Economy.multipliers(player).rebirth - 2) < 1e-6, "rebirth doubles income") check(ctx.Bases.effectiveSlots(player) == profile.slots + 1, "rebirth adds a pedestal") -- index bonus: 4 discovered creatures = +5% profile.index = { slime_green = true, fox_orange = true, slime_blue = true, mushroom_red = true } check(math.abs(ctx.Economy.multipliers(player).index - 1.05) < 1e-6, "index bonus +5% at 4 found") -- the spatula exists in the backpack check(player.Backpack:FindFirstChild("Bonk Spatula") ~= nil or (player.Character and player.Character:FindFirstChild("Bonk Spatula") ~= nil), "Bonk Spatula given") -- remote spam is rate limited (action budget), NaN cash never appears check(profile.cash == profile.cash, "cash is not NaN") local fails = 0 for _, l in out do if l:sub(1, 4) == "FAIL" then fails += 1 end end table.insert(out, fails == 0 and ("ALL " .. #out .. " CHECKS PASSED") or (fails .. " FAILED of " .. #out)) return table.concat(out, "\n"), before end ]]> showcase StarterPlayer StarterPlayerScripts Client Controllers Fx 120 then return end local big = rarity.order >= 5 local shakeTime = p.reveal - 0.5 -- 1) wobble with rising intensity, 2) cracks of light if egg then task.spawn(function() local t0 = os.clock() sound("hatchShake", 0.5) while os.clock() - t0 < shakeTime and egg.Parent do local k = (os.clock() - t0) / shakeTime local a = math.sin(os.clock() * (20 + k * 30)) * (0.06 + k * 0.25) egg:PivotTo(origin * CFrame.Angles(a, 0, a * 0.6) * CFrame.new(0, math.abs(a) * 0.6, 0)) if math.random() < 0.08 + k * 0.2 then burst(pos + Vector3.new(0, 1, 0), rarity.color, 2, 0.3, 4) end task.wait() end if egg.Parent then for _, d in egg:GetDescendants() do if d:IsA("BasePart") then d.LocalTransparencyModifier = 1 end end end end) end task.delay(shakeTime, function() -- 3) burst: flash + ring + particles + shake + sound + text flash(pos + Vector3.new(0, 2, 0), rarity.color, big and 40 or 20) ring(pos + Vector3.new(0, 1, 0), rarity.color, big and 16 or 8) burst(pos + Vector3.new(0, 1.5, 0), rarity.color, big and 80 or 30, big and 0.8 or 0.5, big and 26 or 16) burst(pos + Vector3.new(0, 1.5, 0), Color3.new(1, 1, 1), 20, 0.4, 12) sound(big and "hatchLegendary" or "hatchPop", 0.8) if mine then shake = big and 0.9 or 0.35 end floatText(pos + Vector3.new(0, 5, 0), creature.name .. "!", rarity.color) if mine then Hud.announce((p.firstTime and "NEW! " or "") .. "You hatched " .. (rarity.order >= 3 and string.upper(rarity.name) .. " " or "") .. creature.name .. "!", rarity.color) end end) end ---------------------------------------------------------------------------- other effects local alarmActive: { [number]: number } = {} local function alarm(p) local base = baseModel(p.base) if not base then return end local mine = base:GetAttribute("OwnerUserId") == player.UserId local seq = (alarmActive[p.base] or 0) + 1 alarmActive[p.base] = seq local dome = base:FindFirstChild("ShieldDome") :: BasePart? local lights = {} for _, name in { "Sign", "Pad" } do local part = base:FindFirstChild(name) :: BasePart? if part then local l = Instance.new("PointLight") l.Color = Color3.fromRGB(255, 40, 40) l.Range = 40 l.Brightness = 0 l.Parent = part table.insert(lights, l) end end if mine then sound("alarm", 0.9) shake = 0.25 end task.spawn(function() local t0 = os.clock() while os.clock() - t0 < 4 and alarmActive[p.base] == seq do local on = math.floor((os.clock() - t0) * 4) % 2 == 0 for _, l in lights do l.Brightness = on and 6 or 0 end task.wait(0.05) end for _, l in lights do l:Destroy() end end) if dome then ring(dome.Position + Vector3.new(0, 2, 0), Color3.fromRGB(255, 50, 50), 30) end end local function collect(p) local base = baseModel(p.base) local pad = base and base:FindFirstChild("Collector") :: BasePart? if not pad then return end burst(pad.Position + Vector3.new(0, 1, 0), Color3.fromRGB(255, 210, 60), math.clamp(10 + math.log10(p.amount + 1) * 6, 10, 60), 0.6, 18) ring(pad.Position, Color3.fromRGB(255, 210, 60), 7) floatText(pad.Position + Vector3.new(0, 4, 0), "+" .. Format.cash(p.amount), Color3.fromRGB(255, 220, 80)) sound("collect", 0.7, 1 + math.random() * 0.1) shake = 0.12 end local function shieldUp(p) local base = baseModel(p.base) local dome = base and base:FindFirstChild("ShieldDome") :: BasePart? if dome then ring(dome.Position + Vector3.new(0, 1.5, 0), Color3.fromRGB(110, 200, 255), 30) if base:GetAttribute("OwnerUserId") == player.UserId then sound("shieldUp", 0.7) Hud.toast("🛡️ Nest shielded! Nobody can steal for a while.", "good") end end end local function secured(p) local base = baseModel(p.base) local pad = base and base:FindFirstChild("Pad") :: BasePart? local rarity = Rarities.byId[p.rarity] if pad then burst(pad.Position + Vector3.new(0, 3, 0), rarity.color, 60, 0.7, 24) ring(pad.Position + Vector3.new(0, 1, 0), rarity.color, 24) end sound("stealSecured", 0.9) shake = 0.4 Hud.announce("STOLEN! " .. string.upper(p.name) .. " IS YOURS!", rarity.color) end -- Guard powers: a visible bolt / blast / warp from the creature to the thief. local function power(p) local from: Vector3, to: Vector3 = p.from, p.to if p.kind == "zap" or p.kind == "stomp" then local bolt = Instance.new("Part") bolt.Anchored = true bolt.CanCollide = false bolt.CanQuery = false bolt.Material = Enum.Material.Neon bolt.Color = p.kind == "zap" and Color3.fromRGB(255, 240, 90) or Color3.fromRGB(255, 200, 80) local d = (to - from).Magnitude bolt.Size = Vector3.new(0.5, 0.5, d) bolt.CFrame = CFrame.lookAt(from, to) * CFrame.new(0, 0, -d / 2) bolt.Parent = workspace TweenService:Create(bolt, TweenInfo.new(0.5), { Transparency = 1, Size = Vector3.new(0.1, 0.1, d) }):Play() Debris:AddItem(bolt, 0.6) burst(to, Color3.fromRGB(255, 240, 120), 40, 0.6, 18) flash(to, Color3.fromRGB(255, 240, 120), 24) elseif p.kind == "fire" then local ball = Instance.new("Part") ball.Shape = Enum.PartType.Ball ball.Anchored = true ball.CanCollide = false ball.CanQuery = false ball.Material = Enum.Material.Neon ball.Color = Color3.fromRGB(255, 120, 30) ball.Size = Vector3.one * 2.4 ball.CFrame = CFrame.new(from) ball.Parent = workspace TweenService:Create(ball, TweenInfo.new(0.35), { CFrame = CFrame.new(to) }):Play() Debris:AddItem(ball, 0.4) task.delay(0.35, function() burst(to, Color3.fromRGB(255, 120, 30), 60, 0.9, 26) flash(to, Color3.fromRGB(255, 120, 30), 30) end) elseif p.kind == "lava" then burst(to, Color3.fromRGB(255, 90, 20), 50, 0.7, 10) elseif p.kind == "warp" then burst(to, Color3.fromRGB(180, 70, 255), 80, 1, 22) ring(to, Color3.fromRGB(180, 70, 255), 12) end sound("alarm", 0.4, 1.6) end function Fx.shake(amount: number) shake = math.max(shake, amount) end function Fx.update(dt: number) if shake > 0 then local cam = workspace.CurrentCamera local s = shake * shake cam.CFrame *= CFrame.Angles((math.random() - 0.5) * s * 0.06, (math.random() - 0.5) * s * 0.06, 0) shake = math.max(0, shake - dt * 1.8) end end function Fx.init(hud) Hud = hud Net.Effect.OnClientEvent:Connect(function(name, p) if name == "Hatch" then hatchShow(p) elseif name == "Alarm" then alarm(p) elseif name == "Collect" then collect(p) elseif name == "ShieldUp" then shieldUp(p) elseif name == "Secured" then secured(p) elseif name == "Buy" then sound("buy", 0.6) if p.at and p.how == "perfect" then floatText(p.at + Vector3.new(0, 5, 0), "⭐ PERFECT CATCH! -25%", Color3.fromRGB(255, 220, 90)) burst(p.at + Vector3.new(0, 2, 0), Color3.fromRGB(255, 220, 90), 50, 0.6, 20) ring(p.at, Color3.fromRGB(255, 220, 90), 8) sound("collect", 0.8, 1.4) shake = 0.2 elseif p.at and p.how == "catch" then floatText(p.at + Vector3.new(0, 5, 0), "CAUGHT IT!", Color3.fromRGB(120, 255, 170)) burst(p.at + Vector3.new(0, 2, 0), Color3.fromRGB(120, 255, 170), 50, 0.6, 20) shake = 0.3 end local egg = Eggs.byId[p.egg] Hud.toast("Bought " .. (p.mut and (p.mut .. " ") or "") .. egg.name .. "! It's hopping to your nest.", "good") elseif name == "Place" then sound("place", 0.6) local base = baseModel(p.base) local stand = base and base:FindFirstChild("Incubator" .. p.inc) :: BasePart? if stand then ring(stand.Position + Vector3.new(0, 1, 0), Color3.fromRGB(80, 230, 170), 6) burst(stand.Position + Vector3.new(0, 2, 0), Color3.fromRGB(80, 230, 170), 16, 0.4, 10) end elseif name == "Denied" then sound("denied", 0.5) if p.at and p.reason then floatText(p.at + Vector3.new(0, 4, 0), p.reason, Color3.fromRGB(255, 90, 100)) end elseif name == "WildEgg" then sound("announce", 0.9, 1.2) if p.at then burst(p.at + Vector3.new(0, 2, 0), Color3.fromRGB(255, 200, 80), 40, 0.6, 18) end elseif name == "Upgraded" then sound("collect", 0.6, 1.3) Hud.toast("Upgrade complete!", "good") elseif name == "Sold" then sound("collect", 0.6, 0.9) Hud.toast("Sold " .. p.name .. " for " .. Format.cash(p.amount), "good") elseif name == "Recovered" then Hud.announce("RECOVERED!", Color3.fromRGB(80, 230, 170)) elseif name == "WelcomeBack" then Hud.announce("Welcome back! Your creatures earned " .. Format.cash(p.earned) .. " while you were away", Color3.fromRGB(255, 210, 60)) elseif name == "OpenUpgrades" then Hud.toggle("upgrades") elseif name == "Knockback" then local root = player.Character and player.Character:FindFirstChild("HumanoidRootPart") :: BasePart? if root then root.AssemblyLinearVelocity = p.dir * p.power + Vector3.new(0, 28, 0) shake = 0.4 end elseif name == "Bonk" then local target = Players:GetPlayerByUserId(p.target) local r = target and target.Character and target.Character:FindFirstChild("HumanoidRootPart") :: BasePart? if r then burst(r.Position + Vector3.new(0, 2, 0), Color3.fromRGB(255, 255, 255), 16, 0.5, 14) floatText(r.Position + Vector3.new(0, 4, 0), "BONK!", Color3.fromRGB(255, 240, 120)) end sound("hatchPop", 0.8, 0.7) elseif name == "BonkWhiff" then sound("stealGrab", 0.3, 1.4) elseif name == "Power" then power(p) elseif name == "RareSpawn" then sound("announce", 0.8) elseif name == "EventStart" then sound("hatchLegendary", 0.9) shake = 0.2 elseif name == "Rebirth" then sound("stealSecured", 1) shake = 0.8 local root = player.Character and player.Character:FindFirstChild("HumanoidRootPart") :: BasePart? if root then burst(root.Position, Color3.fromRGB(255, 120, 220), 120, 1, 30) ring(root.Position, Color3.fromRGB(255, 120, 220), 30) end Hud.announce("REBIRTH " .. p.level .. "! Income x" .. (1 + p.level), Color3.fromRGB(255, 120, 220)) elseif name == "Outbid" then sound("denied", 0.5, 1.3) end Fx.onEffect(name, p) end) end -- overridden by Guide to observe effects function Fx.onEffect(_name: string, _p: any) end return Fx ]]> Guide Hud ())? local player = Players.LocalPlayer local state: any = nil local shownCash = 0 local gui: ScreenGui local refs: { [string]: any } = {} local function serverNow(): number return workspace:GetServerTimeNow() end ---------------------------------------------------------------------------- build local function buildTop() local top = UI.new("Frame", { Name = "Money", AnchorPoint = Vector2.new(0.5, 0), Position = UDim2.new(0.5, 0, 0, 8), Size = UDim2.new(0.34, 0, 0.11, 0), BackgroundTransparency = 1, Parent = gui, }, { UI.new("UISizeConstraint", { MinSize = Vector2.new(220, 56), MaxSize = Vector2.new(420, 104) }), }) local pill = UI.panel({ Size = UDim2.fromScale(1, 0.66), BackgroundColor3 = T.blueDeep, Parent = top, }) pill:FindFirstChildOfClass("UIGradient").Color = ColorSequence.new(T.blue, T.blueDeep) refs.cash = UI.label({ Size = UDim2.fromScale(0.92, 0.84), Position = UDim2.fromScale(0.04, 0.08), Text = "$0", TextColor3 = T.gold, Parent = pill, }) refs.rate = UI.label({ Size = UDim2.fromScale(1, 0.32), Position = UDim2.fromScale(0, 0.68), Text = "$0/s", TextColor3 = T.mint, Parent = top, }) refs.money = top end local function sideButton(order: number, icon: string, text: string, color: Color3, onClick: () -> ()): TextButton local holder = UI.new("Frame", { Name = text, LayoutOrder = order, Size = UDim2.fromScale(1, 0.23), BackgroundTransparency = 1, Parent = refs.side, }) local b = UI.button({ Size = UDim2.fromScale(1, 1), Text = "", Parent = holder }, color, onClick) UI.label({ Name = "Icon", Size = UDim2.fromScale(1, 0.58), Position = UDim2.fromScale(0, 0.0), Text = icon, Parent = b }) UI.label({ Name = "Caption", Size = UDim2.fromScale(1, 0.36), Position = UDim2.fromScale(0, 0.64), Text = text, Parent = b }) return b end local function buildSide() refs.side = UI.new("Frame", { Name = "Side", AnchorPoint = Vector2.new(0, 0.5), Position = UDim2.new(0, 10, 0.45, 0), Size = UDim2.fromScale(0.09, 0.42), BackgroundTransparency = 1, Parent = gui, }, { UI.new("UIAspectRatioConstraint", { AspectRatio = 0.27 }), UI.new("UISizeConstraint", { MinSize = Vector2.new(54, 200), MaxSize = Vector2.new(104, 390) }), UI.new("UIListLayout", { Padding = UDim.new(0.04, 0), SortOrder = Enum.SortOrder.LayoutOrder, VerticalAlignment = Enum.VerticalAlignment.Center }), }) refs.shieldBtn = sideButton(1, "🛡️", "Shield", T.blue, function() Net.Action:FireServer("Shield") end) refs.upgradeBtn = sideButton(2, "⬆️", "Upgrade", T.mint, function() Hud.toggle("upgrades") end) refs.shopBtn = sideButton(3, "🛒", "Shop", T.gold, function() Hud.toggle("shop") end) refs.indexBtn = sideButton(4, "📖", "Index", T.purple, function() Hud.toggle("index") end) end local function modal(name: string, title: string): (Frame, Frame) local f = UI.panel({ Name = name, AnchorPoint = Vector2.new(0.5, 0.5), Position = UDim2.fromScale(0.5, 0.52), Size = UDim2.fromScale(0.5, 0.62), Visible = false, Parent = gui, }) UI.new("UISizeConstraint", { MinSize = Vector2.new(300, 240), MaxSize = Vector2.new(640, 520), Parent = f }) UI.label({ Size = UDim2.new(1, -80, 0.13, 0), Position = UDim2.fromScale(0.04, 0.03), Text = title, TextXAlignment = Enum.TextXAlignment.Left, TextColor3 = T.gold, Parent = f }) UI.button({ AnchorPoint = Vector2.new(1, 0), Position = UDim2.new(1, -10, 0, 10), Size = UDim2.new(0.11, 0, 0.13, 0), Text = "X" }, T.red, function() f.Visible = false end).Parent = f local body = UI.new("ScrollingFrame", { Name = "Body", Position = UDim2.fromScale(0.04, 0.2), Size = UDim2.fromScale(0.92, 0.76), BackgroundTransparency = 1, ScrollBarThickness = 6, AutomaticCanvasSize = Enum.AutomaticSize.Y, CanvasSize = UDim2.new(), BorderSizePixel = 0, Parent = f, }, { UI.new("UIListLayout", { Padding = UDim.new(0, 10), SortOrder = Enum.SortOrder.LayoutOrder }), }) return f, body end local function row(body: Frame, order: number, title: string, desc: string, buttonText: string, color: Color3, onClick: () -> ()): (TextLabel, TextButton) local r = UI.new("Frame", { LayoutOrder = order, Size = UDim2.new(1, -8, 0, 74), BackgroundColor3 = T.ink, BackgroundTransparency = 0.45, Parent = body, }, { UI.corner(14) }) UI.label({ Size = UDim2.new(0.62, 0, 0.5, 0), Position = UDim2.fromScale(0.03, 0.06), Text = title, TextXAlignment = Enum.TextXAlignment.Left, Parent = r }) local d = UI.label({ Name = "Desc", Size = UDim2.new(0.62, 0, 0.36, 0), Position = UDim2.fromScale(0.03, 0.58), Text = desc, Font = T.body, TextColor3 = T.cream, TextXAlignment = Enum.TextXAlignment.Left, Parent = r }) local b = UI.button({ AnchorPoint = Vector2.new(1, 0.5), Position = UDim2.new(0.97, 0, 0.5, 0), Size = UDim2.fromScale(0.32, 0.74), Text = buttonText, Parent = r }, color, onClick) return d, b end local function buildUpgrades() local f, body = modal("Upgrades", "NEST UPGRADES") refs.upgrades = f refs.upSlotsDesc, refs.upSlotsBtn = row(body, 1, "🪺 More Pedestals", "", "", T.mint, function() Net.Action:FireServer("Upgrade", "slots") end) refs.upIncDesc, refs.upIncBtn = row(body, 2, "🥚 Extra Incubator", "", "", T.blue, function() Net.Action:FireServer("Upgrade", "incubators") end) refs.upHatchDesc, refs.upHatchBtn = row(body, 3, "⚡ Faster Hatching", "", "", T.purple, function() Net.Action:FireServer("Upgrade", "hatch") end) refs.rebirthDesc, refs.rebirthBtn = row(body, 4, "🌀 REBIRTH", "", "", Color3.fromRGB(255, 120, 220), function() Net.Action:FireServer("Rebirth") end) end local function buildShop() local f, body = modal("Shop", "SHOP") refs.shop = f refs.shopBody = body refs.shopEmpty = UI.label({ LayoutOrder = 99, Size = UDim2.new(1, -8, 0, 60), Text = "The shop opens soon! Everything is free to earn in-game.", Font = T.body, Parent = body, }) end local function buildIndex() local f, body = modal("Index", "CREATURE INDEX") refs.index = f body:FindFirstChildOfClass("UIListLayout"):Destroy() UI.new("UIGridLayout", { CellSize = UDim2.new(0.23, 0, 0, 92), CellPadding = UDim2.new(0.02, 0, 0, 8), SortOrder = Enum.SortOrder.LayoutOrder, Parent = body }) refs.indexCards = {} for i, c in Creatures.list do local r = Rarities.byId[c.rarity] local card = UI.new("Frame", { LayoutOrder = i, BackgroundColor3 = T.ink, BackgroundTransparency = 0.35, Parent = body }, { UI.corner(12), UI.stroke(r.order == 7 and T.white or r.color, 2.5) }) local name = UI.label({ Name = "CName", Size = UDim2.fromScale(0.94, 0.42), Position = UDim2.fromScale(0.03, 0.08), Text = "???", Parent = card }) local sub = UI.label({ Name = "Sub", Size = UDim2.fromScale(0.94, 0.3), Position = UDim2.fromScale(0.03, 0.58), Text = r.name, Font = T.body, TextColor3 = r.order == 7 and T.white or r.color, Parent = card }) refs.indexCards[c.id] = { name = name, sub = sub, creature = c } end refs.indexSummary = UI.label({ Size = UDim2.new(0.6, 0, 0.08, 0), Position = UDim2.fromScale(0.36, 0.06), Text = "", Font = T.body, TextColor3 = T.mint, TextXAlignment = Enum.TextXAlignment.Right, Parent = f }) end -- Market board above the conveyor: public countdowns for guaranteed spawns + events. local function buildBoard() local plaza = workspace:WaitForChild("Map"):WaitForChild("Plaza") local sign = plaza:WaitForChild("ShopSign", 10) local gui = UI.new("BillboardGui", { Name = "SpawnBoard", Adornee = sign, Size = UDim2.fromScale(20, 5), StudsOffsetWorldSpace = Vector3.new(0, 9, 0), MaxDistance = 260, LightInfluence = 0, Parent = player:WaitForChild("PlayerGui"), }) refs.board = UI.label({ Size = UDim2.fromScale(1, 1), RichText = true, Text = "", Parent = gui }) refs.eventBar = UI.label({ Name = "EventBar", AnchorPoint = Vector2.new(0.5, 0), Position = UDim2.new(0.5, 0, 0.13, 30), Size = UDim2.fromScale(0.5, 0.045), RichText = true, Text = "", Parent = gui.Parent:FindFirstChild("HUD") or gui, }) end local function buildToasts() refs.toasts = UI.new("Frame", { Name = "Toasts", AnchorPoint = Vector2.new(0.5, 0), Position = UDim2.new(0.5, 0, 0.19, 8), Size = UDim2.fromScale(0.5, 0.3), BackgroundTransparency = 1, Parent = gui, }, { UI.new("UIListLayout", { Padding = UDim.new(0, 6), HorizontalAlignment = Enum.HorizontalAlignment.Center, SortOrder = Enum.SortOrder.LayoutOrder }), }) refs.banner = UI.label({ Name = "Announcement", AnchorPoint = Vector2.new(0.5, 0.5), Position = UDim2.fromScale(0.5, 0.3), Size = UDim2.fromScale(0.8, 0.09), Text = "", Visible = false, Parent = gui, }) UI.new("UISizeConstraint", { MaxSize = Vector2.new(1100, 80), Parent = refs.banner }) refs.hint = UI.panel({ Name = "Hint", AnchorPoint = Vector2.new(0.5, 1), Position = UDim2.new(0.5, 0, 1, -84), -- clear of the backpack hotbar Size = UDim2.fromScale(0.46, 0.085), Visible = false, Parent = gui, }) UI.new("UISizeConstraint", { MinSize = Vector2.new(260, 44), MaxSize = Vector2.new(640, 76), Parent = refs.hint }) refs.hintText = UI.label({ Size = UDim2.fromScale(0.94, 0.8), Position = UDim2.fromScale(0.03, 0.1), Text = "", Parent = refs.hint }) refs.carry = UI.label({ Name = "Carry", AnchorPoint = Vector2.new(0.5, 1), Position = UDim2.new(0.5, 0, 0.82, 0), Size = UDim2.fromScale(0.5, 0.06), Text = "", Visible = false, Parent = gui, }) end ---------------------------------------------------------------------------- behaviour function Hud.toggle(name: string) for _, n in { "upgrades", "shop", "index" } do local f = refs[n] if n == name then f.Visible = not f.Visible if f.Visible then UI.pop(f) end else f.Visible = false end end end local KIND_COLORS = { info = T.blue, good = T.mint, error = T.red, warn = T.gold, alarm = T.red, steal = T.purple, } function Hud.toast(text: string, kind: string?) local color = KIND_COLORS[kind or "info"] or T.blue local t = UI.new("TextLabel", { Size = UDim2.new(1, 0, 0, 0), AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = color, Font = T.body, TextSize = 18, TextWrapped = true, TextColor3 = T.white, Text = text, Parent = refs.toasts, }, { UI.corner(12), UI.stroke(T.ink, 2.5), UI.textStroke(T.ink, 1.5), UI.new("UIPadding", { PaddingTop = UDim.new(0, 8), PaddingBottom = UDim.new(0, 8), PaddingLeft = UDim.new(0, 12), PaddingRight = UDim.new(0, 12) }), }) UI.pop(t) if #refs.toasts:GetChildren() > 5 then for _, c in refs.toasts:GetChildren() do if c:IsA("TextLabel") then c:Destroy() break end end end task.delay(kind == "alarm" and 5 or 3.2, function() if t.Parent then TweenService:Create(t, TweenInfo.new(0.3), { BackgroundTransparency = 1, TextTransparency = 1 }):Play() task.wait(0.3) t:Destroy() end end) end function Hud.announce(text: string, color: Color3?) local b = refs.banner b.Text = text b.TextColor3 = color or T.gold b.Visible = true UI.pop(b) local id = (b:GetAttribute("Seq") or 0) + 1 b:SetAttribute("Seq", id) task.delay(4.5, function() if b:GetAttribute("Seq") == id then b.Visible = false end end) end function Hud.hint(text: string?) refs.hint.Visible = text ~= nil and text ~= "" refs.hintText.Text = text or "" if refs.hint.Visible then UI.pop(refs.hint) end end local function setCost(btn: TextButton, desc: TextLabel, cost: number?, descText: string) desc.Text = descText if cost then btn.Text = Format.cash(cost) local afford = state.cash >= cost btn.BackgroundColor3 = afford and T.mint or Color3.fromRGB(110, 110, 130) else btn.Text = "MAX" btn.BackgroundColor3 = T.gold end end local function refreshPanels() if not state then return end setCost(refs.upSlotsBtn, refs.upSlotsDesc, state.costs.slots, string.format("%d / %d pedestals", state.slotsBase, Balance.SLOTS_MAX)) setCost(refs.upIncBtn, refs.upIncDesc, state.costs.incubators, string.format("%d / %d incubators", state.incubators, Balance.INCUBATORS_MAX)) setCost(refs.upHatchBtn, refs.upHatchDesc, state.costs.hatch, string.format("Level %d / %d (-15%% hatch time each)", state.hatchLevel, Balance.HATCH_SPEED_MAX_LEVEL)) -- rebirth local req = state.rebirthReq if req then refs.rebirthDesc.Text = string.format("Rebirth %d: %s + a %s creature → x%d income, +1 pedestal, longer shield", state.rebirths + 1, Format.cash(req.cash), req.rarity, 2 + state.rebirths) refs.rebirthBtn.Text = state.canRebirth and "REBIRTH!" or "Locked" refs.rebirthBtn.BackgroundColor3 = state.canRebirth and Color3.fromRGB(255, 120, 220) or Color3.fromRGB(110, 110, 130) else refs.rebirthDesc.Text = "Max rebirth reached. Legend." refs.rebirthBtn.Text = "MAX" end -- index local found = 0 for id, card in refs.indexCards do if state.index[id] then found += 1 card.name.Text = card.creature.name else card.name.Text = "???" end end refs.indexSummary.Text = string.format("%d / %d found · +%d%% income", found, #Creatures.list, math.floor(found / Balance.INDEX_STEP) * Balance.INDEX_BONUS * 100) -- shop rows (rebuild only when catalogue changes) local key = "" for k in state.shop.passes do key ..= k .. (state.passes[k] and "1" or "0") end for k in state.shop.products do key ..= k end if refs.shopKey ~= key then refs.shopKey = key for _, c in refs.shopBody:GetChildren() do if c:IsA("Frame") then c:Destroy() end end local order = 1 for k, p in state.shop.passes do local owned = state.passes[k] row(refs.shopBody, order, (p.icon or "") .. " " .. p.name, p.desc, owned and "OWNED" or "BUY", owned and T.mint or T.gold, function() if not owned then Net.Action:FireServer("Buy", k) end end) order += 1 end for k, p in state.shop.products do row(refs.shopBody, order, p.name, p.desc, "BUY", T.blue, function() Net.Action:FireServer("Buy", k) end) order += 1 end refs.shopEmpty.Visible = order == 1 end end function Hud.onState(s) local first = state == nil if state and s.cash > state.cash + 0.5 then UI.punch(refs.money, 0.08) end if s.tutorial and (not state or state.tutorial ~= s.tutorial) and Hud.onTutorial then Hud.onTutorial(s.tutorial) end state = s if first then shownCash = s.cash end refs.rate.Text = Format.rate(s.rate) .. (s.mults and s.mults.total > 1.001 and string.format(" (x%.2f)", s.mults.total) or "") .. (s.boostUntil > os.time() and " ⚡2x" or "") .. (s.bank >= 1 and (" 💰 " .. Format.cash(s.bank) .. " to collect") or "") if s.carrying then local name = s.carrying.kind == "egg" and Eggs.byId[s.carrying.id].name or Creatures.byId[s.carrying.id].name local r = Rarities.byId[(s.carrying.kind == "egg" and Eggs.byId[s.carrying.id] or Creatures.byId[s.carrying.id]).rarity] refs.carry.Text = (s.carrying.steal and "🏃 STOLEN " or "🥚 ") .. string.upper(name) .. " → RUN TO YOUR NEST!" refs.carry.TextColor3 = r.color refs.carry.Visible = true else refs.carry.Visible = false end refreshPanels() end function Hud.state() return state end function Hud.update(dt: number) if not state then return end -- count-up money shownCash += (state.cash - shownCash) * math.min(1, dt * 10) if math.abs(state.cash - shownCash) < 1 then shownCash = state.cash end refs.cash.Text = Format.cash(shownCash) -- board + event bar (clock lives in ReplicatedStorage attributes) local now = serverNow() if refs.board then local parts = {} for _, r in { "Legendary", "Mythic", "Secret" } do local at = ReplicatedStorage:GetAttribute("Next_" .. r) if at then table.insert(parts, string.format('%s %s', Rarities.byId[r].order == 7 and "FFFFFF" or Rarities.byId[r].color:ToHex(), string.upper(r), Format.time(at - now))) end end refs.board.Text = "NEXT GUARANTEED\n" .. table.concat(parts, " ") end if refs.eventBar then local ends = ReplicatedStorage:GetAttribute("EventEnds") local nextAt = ReplicatedStorage:GetAttribute("NextEventAt") if ends and ends > now then refs.eventBar.Text = string.format('⚡ %s %s', ReplicatedStorage:GetAttribute("EventName") or "", Format.time(ends - now)) elseif nextAt and nextAt > now then refs.eventBar.Text = string.format("Next event in %s", Format.time(nextAt - now)) else refs.eventBar.Text = "" end end -- shield button local caption = refs.shieldBtn:FindFirstChild("Caption") :: TextLabel if now < state.shieldUntil then caption.Text = Format.time(state.shieldUntil - now) refs.shieldBtn.BackgroundColor3 = T.mint elseif now < state.protectedUntil then caption.Text = "Safe " .. Format.time(state.protectedUntil - now) refs.shieldBtn.BackgroundColor3 = T.mint elseif now < state.cooldownUntil then caption.Text = Format.time(state.cooldownUntil - now) refs.shieldBtn.BackgroundColor3 = Color3.fromRGB(110, 110, 130) else caption.Text = "Shield" refs.shieldBtn.BackgroundColor3 = T.blue end end function Hud.setVisible(on: boolean) gui.Enabled = on end function Hud.init() gui = UI.new("ScreenGui", { Name = "HUD", ResetOnSpawn = false, IgnoreGuiInset = true, ScreenInsets = Enum.ScreenInsets.CoreUISafeInsets, ZIndexBehavior = Enum.ZIndexBehavior.Sibling, Parent = player:WaitForChild("PlayerGui"), }) buildTop() buildSide() buildUpgrades() buildShop() buildIndex() buildToasts() task.spawn(buildBoard) Net.State.OnClientEvent:Connect(Hud.onState) Net.Notify.OnClientEvent:Connect(Hud.toast) Net.Announce.OnClientEvent:Connect(Hud.announce) Hud.gui = gui end return Hud ]]> Main Pets ())? = nil local function center(m: Model): Vector3 local cf, size = m:GetBoundingBox() return cf.Position, size end local function emitter(at: Vector3, props: { [string]: any }, count: number, life: number?) local p = Instance.new("Part") p.Anchored = true p.CanCollide = false p.CanQuery = false p.Transparency = 1 p.Size = Vector3.one p.CFrame = props.CFrame or CFrame.new(at) p.Parent = workspace local e = Instance.new("ParticleEmitter") e.Texture = "rbxasset://textures/particles/sparkles_main.dds" e.LightEmission = 1 e.Rate = 0 e.SpreadAngle = Vector2.new(180, 180) for k, v in props do if k ~= "CFrame" then (e :: any)[k] = v end end e.Parent = p e:Emit(count) Debris:AddItem(p, life or 2.5) return e end local function offset(m: Model, cf: CFrame) World.actOffset[m] = cf end local function tweenNumber(seconds: number, style: Enum.EasingStyle, fn: (number) -> ()) local v = Instance.new("NumberValue") v.Changed:Connect(fn) local t = TweenService:Create(v, TweenInfo.new(seconds, style), { Value = 1 }) t:Play() t.Completed:Wait() v:Destroy() end local function localNear(pos: Vector3, radius: number): boolean local r = player.Character and player.Character:FindFirstChild("HumanoidRootPart") :: BasePart? return r ~= nil and (r.Position - pos).Magnitude < radius end local ACTS = {} function ACTS.split(m: Model) local pos, size = center(m) local minis = {} for i = 1, 3 do local c = m:Clone() for _, d in c:GetDescendants() do if d:IsA("BillboardGui") or d:IsA("ParticleEmitter") or d:IsA("PointLight") then d:Destroy() end end c:ScaleTo(c:GetScale() * 0.42) c.Parent = workspace minis[i] = { model = c, angle = (i / 3) * math.pi * 2 } end emitter(pos, { Color = ColorSequence.new(Color3.fromRGB(140, 255, 160)), Size = NumberSequence.new(0.4, 0), Speed = NumberRange.new(4, 8), Lifetime = NumberRange.new(0.4, 0.8) }, 20) tweenNumber(2.6, Enum.EasingStyle.Linear, function(k) local spread = math.sin(k * math.pi) * 4.5 for i, mini in minis do local hop = math.abs(math.sin(k * math.pi * 6 + i)) * 1.6 mini.model:PivotTo(CFrame.new(pos + Vector3.new(math.cos(mini.angle + k * 3) * spread, hop - size.Y * 0.3, math.sin(mini.angle + k * 3) * spread))) end end) for _, mini in minis do mini.model:Destroy() end end function ACTS.tail(m: Model) tweenNumber(1.4, Enum.EasingStyle.Quad, function(k) offset(m, CFrame.Angles(0, k * math.pi * 4, 0)) end) local pos = center(m) emitter(pos - Vector3.new(0, 1, 0), { Color = ColorSequence.new(Color3.fromRGB(230, 210, 170)), Size = NumberSequence.new(0.8, 0), Speed = NumberRange.new(2, 4), Lifetime = NumberRange.new(0.5, 1) }, 12) offset(m, CFrame.identity) end function ACTS.spores(m: Model) local pos, size = center(m) emitter(pos + Vector3.new(0, size.Y * 0.4, 0), { Texture = "rbxasset://textures/particles/smoke_main.dds", Color = ColorSequence.new(Color3.fromRGB(255, 160, 220), Color3.fromRGB(255, 240, 160)), LightEmission = 0.3, Size = NumberSequence.new(0.6, 2.2), Transparency = NumberSequence.new(0.3, 1), Speed = NumberRange.new(1, 3), Acceleration = Vector3.new(0, 2, 0), Lifetime = NumberRange.new(1.5, 2.5), }, 26, 3) tweenNumber(0.5, Enum.EasingStyle.Back, function(k) offset(m, CFrame.new(0, math.sin(k * math.pi) * 0.6, 0)) end) offset(m, CFrame.identity) end function ACTS.shellspin(m: Model) tweenNumber(1.8, Enum.EasingStyle.Sine, function(k) offset(m, CFrame.new(0, -0.3 * math.sin(k * math.pi), 0) * CFrame.Angles(0, k * math.pi * 8, 0)) end) offset(m, CFrame.identity) end function ACTS.stomp(m: Model) tweenNumber(0.45, Enum.EasingStyle.Quad, function(k) offset(m, CFrame.new(0, k * 2.5, 0)) end) tweenNumber(0.15, Enum.EasingStyle.Quad, function(k) offset(m, CFrame.new(0, (1 - k) * 2.5, 0)) end) offset(m, CFrame.identity) local pos, size = center(m) local ground = pos - Vector3.new(0, size.Y / 2, 0) emitter(ground, { Texture = "rbxasset://textures/particles/smoke_main.dds", Color = ColorSequence.new(Color3.fromRGB(200, 180, 150)), LightEmission = 0, Size = NumberSequence.new(1, 3), Transparency = NumberSequence.new(0.2, 1), Speed = NumberRange.new(8, 12), SpreadAngle = Vector2.new(5, 180), Lifetime = NumberRange.new(0.5, 0.9) }, 30) if shakeHook and localNear(pos, 30) then shakeHook(0.35) end end function ACTS.fly(m: Model) local pos = center(m) tweenNumber(0.6, Enum.EasingStyle.Quad, function(k) offset(m, CFrame.new(0, k * 6, 0)) end) tweenNumber(3, Enum.EasingStyle.Linear, function(k) local a = k * math.pi * 4 offset(m, CFrame.new(math.cos(a) * 6 - 6, 6 + math.sin(a * 2) * 0.8, math.sin(a) * 6) * CFrame.Angles(0, -a, math.sin(a) * 0.3)) end) tweenNumber(0.6, Enum.EasingStyle.Quad, function(k) offset(m, CFrame.new(0, (1 - k) * 6, 0)) end) offset(m, CFrame.identity) emitter(pos, { Color = ColorSequence.new(Color3.fromRGB(255, 240, 150)), Size = NumberSequence.new(0.3, 0), Speed = NumberRange.new(2, 5) }, 14) end function ACTS.fire(m: Model) local cf, size = m:GetBoundingBox() local mouth = m:GetPivot() * CFrame.new(0, size.Y * 0.15, -size.Z * 0.45) local e = emitter(mouth.Position, { CFrame = mouth, Texture = "rbxasset://textures/particles/fire_main.dds", Color = ColorSequence.new(Color3.fromRGB(255, 220, 90), Color3.fromRGB(255, 70, 30)), Size = NumberSequence.new(0.8, 2.6), Transparency = NumberSequence.new(0, 1), Speed = NumberRange.new(14, 20), SpreadAngle = Vector2.new(14, 14), EmissionDirection = Enum.NormalId.Front, Lifetime = NumberRange.new(0.4, 0.7), }, 0, 3) e.Rate = 80 tweenNumber(0.25, Enum.EasingStyle.Back, function(k) offset(m, CFrame.Angles(-0.15 * k, 0, 0)) end) task.wait(1.2) e.Rate = 0 offset(m, CFrame.identity) local _ = cf end function ACTS.teleport(m: Model) local pos = center(m) local function blink(at: Vector3) emitter(at, { Color = ColorSequence.new(Color3.fromRGB(190, 80, 255), Color3.fromRGB(40, 0, 80)), Size = NumberSequence.new(1.2, 0), Speed = NumberRange.new(6, 12), Lifetime = NumberRange.new(0.3, 0.7) }, 40) end local base = workspace.Map:FindFirstChild("Base" .. tostring(m:GetAttribute("BaseIndex"))) local baseCf: CFrame? = base and base:GetAttribute("BaseCFrame") for _ = 1, 3 do blink(m:GetBoundingBox().Position) local target if baseCf then target = (baseCf * CFrame.new(math.random(-16, 16), 0, math.random(-14, 14))).Position else target = pos + Vector3.new(math.random(-8, 8), 0, math.random(-8, 8)) end local rel = target - pos offset(m, CFrame.new(rel.X, 0, rel.Z) * CFrame.Angles(0, math.random() * 6.28, 0)) blink(target) task.wait(1.1) end blink(m:GetBoundingBox().Position) offset(m, CFrame.identity) blink(pos) end function ACTS.beam(m: Model) local pos, size = center(m) local beam = Instance.new("Part") beam.Anchored = true beam.CanCollide = false beam.CanQuery = false beam.Material = Enum.Material.Neon beam.Shape = Enum.PartType.Cylinder beam.Size = Vector3.new(0.1, 1.6, 1.6) beam.CFrame = CFrame.new(pos + Vector3.new(0, size.Y / 2, 0)) * CFrame.Angles(0, 0, math.rad(90)) beam.Parent = workspace local t0 = os.clock() while os.clock() - t0 < 1.6 do local k = (os.clock() - t0) / 1.6 local h = math.min(1, k * 4) * 80 beam.Size = Vector3.new(h, 1.6 * (1 - k * 0.6), 1.6 * (1 - k * 0.6)) beam.CFrame = CFrame.new(pos + Vector3.new(0, size.Y / 2 + h / 2, 0)) * CFrame.Angles(0, 0, math.rad(90)) beam.Color = Color3.fromHSV((os.clock() * 1.5) % 1, 0.7, 1) beam.Transparency = k * 0.8 task.wait() end beam:Destroy() emitter(pos + Vector3.new(0, size.Y, 0), { Color = ColorSequence.new(Color3.fromRGB(255, 120, 220), Color3.fromRGB(120, 255, 230)), Size = NumberSequence.new(0.5, 0), Speed = NumberRange.new(6, 14) }, 30) end local function perform(m: Model) local act = m:GetAttribute("Act") local fn = act and ACTS[act] if not fn or busy[m] then return end busy[m] = true task.spawn(function() local ok, err = pcall(fn, m) if not ok then warn("[Pets]", act, err) end if World.actOffset[m] then World.actOffset[m] = nil end busy[m] = nil end) end function Pets.update(_dt: number) local map = workspace:FindFirstChild("Map") if not map then return end local t = os.clock() for _, base in map:GetChildren() do if base:IsA("Model") and base:GetAttribute("OwnerUserId") ~= 0 then for _, m in base:GetChildren() do if m:IsA("Model") and m:GetAttribute("Act") then local at = nextAct[m] if not at then nextAct[m] = t + 2 + math.random() * 8 elseif t >= at then nextAct[m] = t + 7 + math.random() * 9 -- only animate what is close enough to be seen if localNear(m:GetPivot().Position, 160) then perform(m) end end end end end end for m in nextAct do if not m.Parent then nextAct[m] = nil end end end -- Play one act on demand (used for the clean-capture "show off" key) function Pets.showOff() local map = workspace:FindFirstChild("Map") for _, base in map and map:GetChildren() or {} do for _, m in base:GetChildren() do if m:IsA("Model") and m:GetAttribute("Act") and localNear(m:GetPivot().Position, 80) then perform(m) end end end end function Pets.init(world, shake: (number) -> ()) World = world shakeHook = shake end return Pets ]]> UI ()): TextButton local b = UI.new("TextButton", { AutoButtonColor = false, BackgroundColor3 = color, Font = T.font, TextColor3 = T.white, TextScaled = true, Text = "", }) for k, v in props do (b :: any)[k] = v end UI.corner(14).Parent = b UI.stroke(T.ink, 3).Parent = b UI.gradient(Color3.new(1, 1, 1), Color3.fromRGB(190, 190, 205)).Parent = b UI.textStroke().Parent = b UI.new("UIPadding", { PaddingTop = UDim.new(0.14, 0), PaddingBottom = UDim.new(0.14, 0), PaddingLeft = UDim.new(0.08, 0), PaddingRight = UDim.new(0.08, 0), Parent = b, }) local scale = UI.new("UIScale", { Parent = b }) b.MouseEnter:Connect(function() TweenService:Create(scale, TweenInfo.new(0.12), { Scale = 1.06 }):Play() end) b.MouseLeave:Connect(function() TweenService:Create(scale, TweenInfo.new(0.12), { Scale = 1 }):Play() end) b.MouseButton1Down:Connect(function() TweenService:Create(scale, TweenInfo.new(0.06), { Scale = 0.92 }):Play() end) b.MouseButton1Up:Connect(function() TweenService:Create(scale, TweenInfo.new(0.2, Enum.EasingStyle.Back), { Scale = 1 }):Play() end) b.Activated:Connect(onClick) return b end function UI.panel(props: { [string]: any }): Frame local f = UI.new("Frame", { BackgroundColor3 = T.purpleDeep, BorderSizePixel = 0, }) for k, v in props do (f :: any)[k] = v end UI.corner(20).Parent = f UI.stroke(T.ink, 4).Parent = f UI.gradient(T.purple, T.purpleDeep).Parent = f return f end function UI.pop(inst: GuiObject) local s = inst:FindFirstChildOfClass("UIScale") or UI.new("UIScale", { Parent = inst }) s.Scale = 0.6 TweenService:Create(s, TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { Scale = 1 }):Play() end function UI.punch(inst: GuiObject, amount: number?) local s = inst:FindFirstChildOfClass("UIScale") or UI.new("UIScale", { Parent = inst }) s.Scale = 1 + (amount or 0.15) TweenService:Create(s, TweenInfo.new(0.3, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { Scale = 1 }):Play() end return UI ]]> World any)? -- set by Main: the HUD's latest server state World.actOffset = {} :: { [Model]: CFrame } -- set by Pets while a creature performs its act World.onWarp = nil :: ((Vector3, Vector3) -> ())? local player = Players.LocalPlayer local function now(): number return workspace:GetServerTimeNow() end ---------------------------------------------------------------------------- conveyor local function updateConveyor(t: number) local folder = workspace:FindFirstChild("ConveyorEggs") if not folder then return end for _, m in folder:GetChildren() do if m:IsA("Model") then local spawnAt = m:GetAttribute("SpawnAt") local start: Vector3 = m:GetAttribute("Start") local finish: Vector3 = m:GetAttribute("Finish") if spawnAt and start and finish then local dir = (finish - start).Unit local p = start + dir * m:GetAttribute("Speed") * (t - spawnAt) local bob = math.sin(t * 3 + spawnAt) * 0.12 -- Void eggs blink back and forth along the belt (deterministic from server time) if m:GetAttribute("Warps") then local slot = math.floor((t - spawnAt) / 1.6) local jitter = (math.noise(slot * 0.73, spawnAt % 97) * 2) * 7 p += dir * jitter local was = m:GetAttribute("WarpSlot") if was ~= slot then m:SetAttribute("WarpSlot", slot) local root = m.PrimaryPart if was and root and World.onWarp then World.onWarp(root.Position, p) end end end m:PivotTo(CFrame.new(p + Vector3.new(0, m:GetAttribute("Lift") + bob, 0)) * CFrame.Angles(0, t * 0.9 + spawnAt, 0)) end end end end ---------------------------------------------------------------------------- eggs hopping home local pathCache: { [Model]: { key: string, points: { Vector3 }, length: number } } = {} local function updateTravel(t: number) local folder = workspace:FindFirstChild("TravellingEggs") if not folder then return end for _, m in folder:GetChildren() do if m:IsA("Model") and m:GetAttribute("Path") then local key = m:GetAttribute("Path") .. tostring(m:GetAttribute("TravelStart")) local c = pathCache[m] if not c or c.key ~= key then local flat = HttpService:JSONDecode(m:GetAttribute("Path")) local pts = {} for i = 1, #flat, 3 do table.insert(pts, Vector3.new(flat[i], flat[i + 1], flat[i + 2])) end local len = 0 for i = 1, #pts - 1 do len += (pts[i + 1] - pts[i]).Magnitude end c = { key = key, points = pts, length = len } pathCache[m] = c end local d = math.clamp((t - m:GetAttribute("TravelStart")) * m:GetAttribute("TravelSpeed"), 0, c.length) local pos, dir = c.points[#c.points], Vector3.zAxis local acc = d for i = 1, #c.points - 1 do local a, b = c.points[i], c.points[i + 1] local seg = (b - a).Magnitude if acc <= seg then pos = a:Lerp(b, seg > 0 and acc / seg or 1) dir = (b - a).Magnitude > 0 and (b - a).Unit or dir break end acc -= seg end -- happy little hops, a squash on each landing local phase = (d / 3.2) % 1 local hop = math.sin(phase * math.pi) * 1.4 local flat = Vector3.new(dir.X, 0, dir.Z) local face = flat.Magnitude > 0.01 and CFrame.lookAt(Vector3.zero, flat) or CFrame.identity m:PivotTo(CFrame.new(pos + Vector3.new(0, (m:GetAttribute("Lift") or 0) + hop, 0)) * face * CFrame.Angles(math.sin(phase * math.pi * 2) * 0.15, 0, 0)) end end for m in pathCache do if not m.Parent then pathCache[m] = nil end end end ---------------------------------------------------------------------------- prompts local function baseOf(inst: Instance): Model? local m = inst:FindFirstAncestorWhichIsA("Model") while m and not m:GetAttribute("BaseIndex") do m = m.Parent and m.Parent:FindFirstAncestorWhichIsA("Model") end return m end local function refreshPrompt(p: ProximityPrompt) local role = p:GetAttribute("Role") if not role then return end if role == "Outbid" then local anchor = p.Parent p.Enabled = anchor ~= nil and anchor:GetAttribute("OwnerUserId") ~= player.UserId return end local base = baseOf(p) if not base then return end local mine = base:GetAttribute("OwnerUserId") == player.UserId local active = p:GetAttribute("Active") ~= false local shielded = now() < (base:GetAttribute("ShieldUntil") or 0) or now() < (base:GetAttribute("ProtectedUntil") or 0) local occupied = (base:GetAttribute("OwnerUserId") or 0) ~= 0 if role == "Owner" then p.Enabled = mine and active else p.Enabled = (not mine) and occupied and active and not shielded end end local prompts: { ProximityPrompt } = {} local function track(inst: Instance) if inst:IsA("ProximityPrompt") and inst:GetAttribute("Role") then table.insert(prompts, inst) refreshPrompt(inst) inst:GetAttributeChangedSignal("Active"):Connect(function() refreshPrompt(inst) end) if inst.Parent then inst.Parent:GetAttributeChangedSignal("OwnerUserId"):Connect(function() refreshPrompt(inst) end) end end end ---------------------------------------------------------------------------- timers + idle local function updateTimers(t: number) local map = workspace:FindFirstChild("Map") if not map then return end for _, gui in CollectionService:GetTagged("IncubatorTimer") do local label = gui:FindFirstChildOfClass("TextLabel") if label then local hatchAt = label:GetAttribute("HatchAt") if hatchAt then local left = hatchAt - t if label:GetAttribute("Ready") then label.Text = "READY! Free a pedestal" elseif left > 0 then label.Text = "🥚 " .. Format.time(left) else label.Text = "HATCHING!" end elseif label.Text ~= "🔒" then label.Text = "" end end end end local idleModels: { [Model]: { base: CFrame, style: string, phase: number } } = {} local function trackIdle(m: Instance) if m:IsA("Model") and m:GetAttribute("CreatureId") and m:GetAttribute("Idle") and m.Parent and m.Parent:GetAttribute("BaseIndex") then task.defer(function() if m.Parent then idleModels[m] = { base = m:GetPivot(), style = m:GetAttribute("Idle"), phase = math.random() * 6 } end end) end end local function updateIdle(t: number) for m, info in idleModels do if not m.Parent then idleModels[m] = nil else local p = t * 2 + info.phase local off if info.style == "bounce" then local b = math.abs(math.sin(p * 1.4)) off = CFrame.new(0, b * 0.6, 0) elseif info.style == "float" then off = CFrame.new(0, 0.6 + math.sin(p) * 0.45, 0) * CFrame.Angles(0, math.sin(p * 0.5) * 0.25, 0) elseif info.style == "bob" then off = CFrame.new(0, math.abs(math.sin(p)) * 0.25, 0) * CFrame.Angles(0, 0, math.sin(p) * 0.05) else off = CFrame.Angles(0, math.sin(p * 0.7) * 0.35, math.sin(p) * 0.06) end m:PivotTo(info.base * (World.actOffset[m] or CFrame.identity) * off) end end end -- Laser walls collide for everyone on the server; the owner walks through their own. local function updateLasers() local map = workspace:FindFirstChild("Map") if not map then return end for _, base in map:GetChildren() do local wall = base:FindFirstChild("Gate") and base.Gate:FindFirstChild("Lasers") and base.Gate.Lasers:FindFirstChild("LaserWall") if wall and base:GetAttribute("OwnerUserId") == player.UserId and wall.CanCollide then wall.CanCollide = false end end end -- Floating islands bob; windmill blades spin (client-only motion, zero server cost) local floaters: { [Model]: CFrame } = {} local blades: { [BasePart]: { base: CFrame, center: Vector3, axis: Vector3 } } = {} local function scanDecor() local decor = workspace:FindFirstChild("Map") and workspace.Map:FindFirstChild("Decor") if not decor then return end for _, m in decor:GetChildren() do if m:IsA("Model") and m:GetAttribute("Float") and not floaters[m] then floaters[m] = m:GetPivot() elseif m:IsA("Model") and m:GetAttribute("Windmill") then for _, d in m:GetDescendants() do if d:IsA("BasePart") and string.find(d.Name, "Blades") and not blades[d] then blades[d] = { base = d.CFrame, center = d.Position, axis = m:GetPivot().LookVector } end end end end end local function updateDecor(t: number) for m, base in floaters do m:PivotTo(base * CFrame.new(0, math.sin(t * 0.6 + base.Position.X) * 1.6, 0)) end for part, b in blades do part.CFrame = CFrame.new(b.center) * CFrame.fromAxisAngle(b.axis, t * 0.8) * (CFrame.new(b.center):Inverse() * b.base) end end -- Rainbow mutation lights cycle colours local function updateRainbow(t: number) for _, light in CollectionService:GetTagged("RainbowLight") do light.Color = Color3.fromHSV((t * 0.25) % 1, 0.7, 1) end end -- Buy prompts say, live, whether you can buy: price, shortfall, full incubators, Perfect Catch. local lastPromptRefresh = 0 local function updateBuyPrompts(t: number) if t - lastPromptRefresh < 0.15 then return end lastPromptRefresh = t local anchors = workspace:FindFirstChild("PromptAnchors") local state = World.getState and World.getState() if not anchors or not state then return end for _, a in anchors:GetChildren() do local p = a:FindFirstChild("BuyPrompt") :: ProximityPrompt? local price = a:GetAttribute("Price") if p and price then local perfect = math.abs(a.Position.X) <= Balance.LUCKY_ZONE_HALF local cost = perfect and math.floor(price * (1 - Balance.LUCKY_DISCOUNT)) or price if state.cash < cost then p.ActionText = "Need " .. Format.cash(cost - state.cash) .. " more" elseif (state.incubatorsFree or 1) <= 0 then p.ActionText = "Incubators full!" elseif perfect then p.ActionText = "⭐ PERFECT BUY " .. Format.cash(cost) else p.ActionText = "Buy " .. Format.cash(cost) end end end end function World.update(_dt: number) local t = now() updateConveyor(t) updateBuyPrompts(t) updateTravel(t) updateLasers() updateRainbow(t) updateDecor(t) updateTimers(t) updateIdle(t) end function World.init() local function scan(root: Instance) for _, d in root:GetDescendants() do track(d) trackIdle(d) if d:IsA("BillboardGui") and d.Name == "TimerGui" then CollectionService:AddTag(d, "IncubatorTimer") end end end scan(workspace) task.defer(scanDecor) workspace.DescendantAdded:Connect(function(d) if d:IsA("PointLight") and d.Name == "MutationLight" then local m = d:FindFirstAncestorWhichIsA("Model") if m and m:GetAttribute("Mutation") == "Rainbow" then CollectionService:AddTag(d, "RainbowLight") end end track(d) trackIdle(d) if d:IsA("BillboardGui") and d.Name == "TimerGui" then CollectionService:AddTag(d, "IncubatorTimer") end end) -- shields and ownership change without a prompt event: refresh twice a second task.spawn(function() while true do 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Q1NHUEhTCAAAAAIAKLUv/WA8aq0aAppqE9IsEFBcB1hb4HCk3O+PAUnpYw8z64qHDqOiwpFSdkjcaf7Hl5L8xv+zTgfr6HcvDREN/AwD+IHe2y0vF/5j9QRVyQvMvmEZaeBUrwtIeE2wBXeUq+ccvXcnQ71F0cNLEltRjJyjIAuyc4CdrxPG39Dh1vnMIpD5Gz2IdD44nnuHXQ9/g5Sz5x15sVcYgegLVJK5rAqnK6Ldcz+TMuNvI/DYoVllHU3toWfJpvwsFEo9RTbFOvGpO4H26FMCYPw1E2F/EQ62cUZDJfTFYjmLXr4+WA0gadSvrw7yy5oB+4NKL2P9cv3tjln1Mo1X2e8JArDexSQBrnNAV58K+WoBkv3NJK1D+fn4ZUKnPe3KQR+qlPxjRjn6AxWZZHZCet0OqXpppfPpQPGhuNMhCRJs6whSU6wDRfvSpdIn29XDbWDLt0GGZdBD5ydaupYVVIqQ71o5uGdrpa5GNnwT8uxUvBAo0C3pUsh5FZiFO1UQDRYebzoV8PHfQrvtFhqN1WGhve/LBKsIRO/jlbAVJKR2vhkbaL+NANp+oeUQbObHPcV6fiNQmxaFamGw29drXFF43DjZW3PZ6u/oqN0L7Hx8KapaNJf0fwuLjSNDcT5UAu+b8YD2/PM3U/t9bm7Gbfxz+XusUcdjzLo125B8EFhvXCkLeZ4H7i0jEQyCGLmRpgTfCElvpvUVALK92wlASoC2+/FJCQ2qSJUgRCwcQF2MH+zQ48hVgBrUfSkTdc0hREegGoTMQ1ynM8LVS3GdD7cIy6iq91kR4Theav/YDB29jgyIl63w0vkCTzkOlRvfpkavX1AJ0hbt4/SxLli1N7fKvV7pwZ7h9jDMyqsATx9cLCHRwZAXPVLkTKY6Isjm+MzSFItwHXwo749cBS+euEh4yNmFj4JCVxzE8rcotiLjpLR7HI02EgFu+64QoeO3w89NXFrXTmZd8mWCbOBGMiLbaOoY/laFlRsSilkt//b6x9qHWu5xQxxQTqRhuD1kynsruZvbRzOQvSXXk90Q5yFFV9PIgbvLuZaQvD5tzLZHCXpW1IuyxmOCb3njmjkEFbi2ywA4iZ8OqhUa+YheY1EnAdxwdIAKtiCuI4PNtmrhPkX3wQPM/HlKYVUOpZbBu3oyLoooayv7AE0POp3bPa6uGoETtJEHfMk4n9vJs0jcqAZq+0eeLjEpXNuXU+/LFHG7dRCHtZM0Dn4wIkPpFAlwq1r4WfRUw1e3xAEo4s8nPP/YqBEnMOLWw2ihhLk15G9pEfrT0tQPRlPs1F4y2/TvIz7dSIZBe0ldMlKNE3s4jgeRMVXb6Wz28walfQjIjp3kBOpzIps+ADDdBiCj4d9VAXrMhCPp00e/DuHg87XlTtRziJf5ZHNXs4BupKHsa+uxG5klrk9OOxFrivaSFjt/vSGpG7HR7Z/V49Q+NKnFzl1w+tc/MX2An3KvuTGCrUMXcIvLh4QJXabRwC217HLXicpO1nL6TiaoPy+Q/Wc9pe/4HGgvwaF9MyStXcaE76kInnNOhfafBjNushrzzYhze4wCQX+WwuCvaVb0GbVKv0bO/WbLJUL4zV3ij7VCpQOtGfCKtJNDuZf+8Eb0o0Ug7Dq4SzyKEy0+mnqrC53k8Gk+/DdrRtCJTj/4uCG8e8+nAPL8aCIcelAnAB8iEe+jkXB1HRI4rqpWaQgDf3SPEJ1nBZZXrbDB58SPp8Hc+dGUSnQeGDeeNBnwp7GG9plKHv5TRslHE3Ckn5Am8B9GaT8a2lePwakxW8LVAQwarQMIrfG+gxm1drGwRoHpRK5YX1s3utGay0jwi0/G6ERkqlyBgz5U5G/KtM+gzd12yl2GMdiDkL36aCGNPWbpxrtIsvnRsEr6CYpc9A4bXFmthw70RK8UXhXvommT+oAnIlpPve+UtnidP9k2UWZ2WOICefu3/eWIui/dTVYOoAVQ4coTts5cJEVLQXz1ixYMTAVEXLOGqSuMa+a8eePkxn9LWHcaH6J/xlAnxqaBmV5QzQsDnsiLzUePtug1TDI+gC6jz1VwdJQJOr7MptwnE3rtAXKkbVV26GdekzY4Mg4pOHMIHmZBOvmy8fB/ofN/7ajTZ4r8fRa5zH8WWaTD3Nj7KjX2/lmDXX6kp5XGkyvL+fCb+WE6cNFsevuAm7wyTaQ+wFbJrhPQehrtO6bA6NkUfQAU41UxYA/QgGxFR38h5oEQugkLJnrHDa6cLvbIPrL+zanIc0NYfgA8PD8vDOU1AAjxOpqZP5rHEkcWkFTihetuqqas3bQ6nBnmwbqTBSfSarJ+ceU4rlz8mREP/npHCUfdwbF205y17sKv2eA65Ecl+d9wnwepbfCDcHQAYhz6fVTk/jWPGA/mGlt3xubY5f4zwRMOK2LGx8E0/mequzyGbcv65QDHca+t4YSYARHCl5NskXHQ48yGNroJW9YW5Wo/737WEuDMLesUXU4Eh79LIOC6mJu/ZlDI511VnPVO5d+4kPloUlIOigT381TBSL1i4bFKnrVqZrMqPiNhxny0pCDPcYv0kT5o1RLJfiTPvo/GwsRdyxB8JZu/BiuKfxqNICg/ibJGRdLT7k8TzeVBev1oB3aA1fjUCOreVss+AJZM0YX46OQ5rhn18xOgnXCCsPxTlbof7WqXawZKaiBxVdb+ZW4EFnXwxwdKftKNqJ/msag4fDRuD54iCR/tKTkB8s9f1ldfsEW3+Gxj81EZHPWyGHzIpGm++iVuq2sJrEZJD+hhaAKo/tEkXTic1mLan1BgrvCj6SlxRBdPNLMqrshXA92rhC+O6Lli6SFl/egWoGhsWklQkD9t9EFaW0PaaZYV3+JH2/JxZQb1y9pioFXjrIg6P/oInRaCEx4oof27Ape/GZIUPjWW88d8Uv46J8Nt4y319xh4H03BJyeEcXImInfNoGkdIzg1BMM3U54Bq3HRI4r0t7heTKWR+DeLGyo6u38PZiVdhn6r5KekVRDfajmIP74BfqUbDf/qfMIfG8T93lE+usct5yAF4Xu1qvAtLbxfJrp3rwLnfLLcDt9smS09piPve8lo8dc+jGYZ6MpiUX/XzE5X5O7nMUNqpsh/mwA9f26m+dNmmTeoHs4fG6L0uYiYtAi7li5m1KsVlYJ/7Cj33zyobhuAQs4AdCnghIiAQxZzE0+l7SvyuAzUhpGW3UuJxqx5E8GwyODXS6Syd6PsVJWxLtLJ1kzD4QwFPi+daY0ZNN3MzbCTPMll2zGBeTgTiZayDcOgVou79oTlMhikxas2wPSN3Qms2rYQucxlR5ehO+RGmTbR5xVxS5Qt8jR174yHDf8WzK6HkYq4HNFqW6Fos6Sm2AJIGZvm5vqCi91amAlLb8a+WBhykFjIvoZQKz4v4fThCD6DNa15VYud0OgyLHqkO3pmEpXgJ7qIo6PvLHluK61jXvaibpeMrKicZxxg1EgJS4BN8Bpb1x1GRQMbh23yyDBxyFgPyzBJ46bNBv5JYv7uoCAGZG0BmBoLIZp8m2lFq6A4kmcVowlt6V0X4UsZmo8dTBWwxRCUNIlgtoCZrQFJh20YLgymKWGmZBrmLRLCTDHbCxGQMB/l2MA3KriaJ8eSm1QtRCMDKTQ6mKD2sgBVSwbW67lDqbKfxKq9Aw7VDWXUTRsEm5CGJ+SM04dmvINwt4YBjiyt6RH+4lb2SMu71Is3aiT6FoEvTQwDzCGSnpvNiefaZoTlCUdzSnLANP2Xl8uaujljYTcx4ZtLMzC0NvRtnikhId+CIm1TpH2md6CicSom6Fu3lyMFL0V2j7TSQtzBMTRh+gqDVVe10pBeSbWW2m7fvHObnOmOpdAMfSZYtUsqpkuObaIngpG1orwtTPDYjIou0/BMB7UoBLKmpbWQ6a1OVnUSHlK63kUaQVVCUlysWNq4PrcJRhLRFS7rRGIRjIdUIUfQZrStbcYKJJe8DvbGVEJX8U5iI5Ad33RlF+HZG69RpdBmVRVWGcHAh21SS5lMZZQyeBgtwS3ZZnARhrGbU86zwVuVAZaDZMjawSVIGuUOOSVpa2DVXRscYDAMOoxR+WJ0asIcLqUhLeJFCp90iBzC2CkE06TJ5uXI6+5WdwOM3pk0d/OC1lo3QilMr0tn4Ds1OsFDhppmXqMuHmGH0kjec07mEiu6xIUEdnhImq+6xWczYwZ9Sme7NUxYni9tQ0oFYWoyLCnVlJEnBvv2CbmppqmnckPHxmaxhOO1haZOQPLhu5imFitkadOOh0lXuxGpzGfJunr5AvOpKePOtFitdpPKTlZT16ZmF0ZGX1swhuqKQzYYx2x9l2ygbapnEwq1V0ooh9MWrOJgCH054bFUh2fLXLpkOUO2dhLPz4TjzGC1o6CiWST2xQbmQtAIZ0iM31pRpNyl0VPKTFCytXLTkgwwNB3b2EsnD0kVQGrVGKTZMbLWtqHJTjpl2J1xWnBM3SajOVG+ts7b2k1WTulKKCuoMmTGCsIUrmxjnBxrbJejZnyStx2itXmeMkuGhiiVIKrcujk3tsDDaJ6+IKna2EzK9d7/+gnqqxUw8C9A8fN5bvl8Tkk5n39szndU5zMN0vncsng+n3ndZc5D4GUDFrg9nLBVqq/E1nFGHb+8RIvTwSZF70KFYTeZo6xs73FVGubLCBJ4jJrPbqIapyyEQ4hpD8JOutXbckYtH98X/2Y1fSaeeOrfksPWWB9uAjb20RaOO9Jqdlhz8swQWBLuBrz9gsfZyH6AQhg0fe2RYPnxxaOF36BgGYZDzfZ3y4UbGXnODwlOVuOTy+a8VToG6CtPE9jNO5a9IfrK5esFsNQu05sn+GrUZ2xihDZgbPYV5KSUN11AM/iWEySUHQl+WUfJuSoB+WSxDi4bwggMDtVbHHDW8BornLPQaQoY4GRBbL5Wq+JgIZlVCFQ1xGoCGPyMGuV5DBrBgWC/b8aAU7WY5DFk4PgfY+ZwFVS5EDboWUuxv6yM4JQrBrkNSc61bsX6K0TnAtpEiXMatQEsyikL7vnwOBoSITA7EitAkM6iIDBqHRxh6wyn3LfqbqRbM1v4AAhqHSspxBRKYhqoQ17U7hIOuuX7wE+yVxXr3kg+uDJeBj5JecOqQNdtYi+dwYTgFuaQtA3Zri4dereSRUMv4kIDF3iJ5Fot5fSbWcUOjGLngl3lnhscxEhyTxoCuA+hXP+iAepdt0M8cRbFVI2ffkC1Ws1KE7mJi0LD6SxqG3qPk+auX16XEtSzWupLozNwTiVezSLHEzDOwFJKvInTiPR0jwI3CQfpTTtBdRoybbV17w2K6GgAQrRsavlaKLtvtcHgSgY4j9zi7OiWrxOoC/gIox4cBrCwrDEPRYqLASDxEgISaaXZighlXLNE6CUOCncCrh/JLt7bQIFlLpiLePtY/SHnld0CUBjIzfu7b/5oWp9q3GGpt6cEJOliCyC6gFi3nDChIDBzLk0esh6l20XXjzRxiDxeZUjDb9NWGCY+7IUAMXsruDz1qDg4WNcKVozFqAylnDKNk78I8UMTgm0CGHHn+0TK6R0st+Nm7C2hO/eohDE/Ns7JBwV3B5V+u41Y0jA0EtOpaZ98t052DYbDcZM44KO0Ox6qdqQ1ONJUsNXhoi03btrd5DRzbCY/waLiZtOcKYTe3LJqH4qwMDgnMmKEukWI06y2108aBWPZaOedZSkW396ad28Ev4TAwkThIef0YWf6GpZWwktH2vWZJmpzukflBDkv3LhyAnFGm7bgEQMG938hccIShnzXwgonrVvC4QgBl478HsDKkOBe5SEaE/QVxuZYIUAOkk4YZDhoOoVLr4+Dhn1GCOaBnMqEORz7XYFnijDNQkLkjrhrVmRWTjSJ3ARsShiqDgdlR+hcezm80ES4CLoy9Qhe3p4x3Fpa5ewzDrcl1OthNoiVfDXFccRvCQLxiJITBThxqlKfcQHA9RzQwYzycRFyP91lrqijmBJxQlakIlxJHzMPvCzSz45J+DCuAW44iVP8ScV7g/4mL3TlchOtS1YQMDh0De4mcpd8MsIXt/2i48mrN3Ac9xcEkt3HBNa1q5Aowpcp+CByQsXiPUdZRT64kB9YiYX2L2VWJ5iuzjUj9J+5WK4IYQUfoOFpxdLKLGRvQXHScQ6cudSwrnWcW8cfNoOT/iOp14l6UDuULgYxAG496sEUVtPWVhupgyUyQMPJ6E4nLqkWy/pOh9D+8pSjbyX1lafc/qXkM0jUw1QxhLHvbLCM9RY3DGIpxT1K3bKFYtPTmpS9qRPdx5rP3YSug5VvTloFK7cFO1RhbQWM6TWXG3hyrBDT68uQL9J9fGUYdR2uyKb1AH14OLacqEBXd0I1+fHnLvXzSPX1qANjsDtxoNxRV3UjBC+A2mh7j5nrz+CAHmAWzoe1ss+E4QHYPe46OKb60X3bTWLpegEIiStRNf1JkgmqVbIHoRiN6ovsQk+EfEeo/1T+dCeUBDM5TPSmNNqASAi9iAbTz3lC7zH+UcBqqOcstuR4IB2HKlDHqa7n2KzoVUV6uwzY3XXWQGWQcOhCrT81NlR6gdqajg6CobMk/vV0C9TRIchSAb3cmMgGlxPi0a/TcW6wM9PAtT1NaSC5QT19+dWPklg9cDIze3pFu7KNwaffJmDSmzhU6l6olWODr7UQ5byAwL3TfiLG3tJGqILYW4ASxVxG04IHbnQ4lEW+BHeWV6JA0t8Ad3tU7iOnDE7pamBMPc151/QCqUf1vq0UwNKYut8XOSwlnMQSK3AhcpPnFRyJUySjZC+y05BGAKVTGdWZKZv0KikatwkrvQeh4pYFlvstKKFj/UpyE7ijaU02H+AKYWoUbp0rFQXWhpyetjSwOYHH+UQBAdDG+2LwcFUVNpyX8cz/CPO46nGVX5crV/UT0Ufij6f2PVWY/eSiKTiOPgC5jN8SI8hcOZBGKi0eQWgxeRWyWBDOEVdb0YHPOPaJU2biq8zMvAgITm5IyVUMYwkfTPnhshdmOBAahdxQSZO3enAg4kMK3spiBBIyryz14bxpRcpPDkQH7DFNN7kqQNpr9AApJqM1+DqODVXRAYYgTMiOQOfsOPtxOvLJVl0GwE2cVf2in4eEcT6WOz7rIgtCRJcSEUyCu7yYQRyfzEDYiXB9uJA3Nl4qgAc3LiLMJ+s+uW3WBs6LIYgHiOFJZ4CROFMDZXXz8Bopz7QHEp89DbYhKQYvoBsjpYP/pBlgMcDiB3bcUfGkZGV0Wpdg7+Jc5kHFmOlURNwetm7BgZjqbi+i1C4Wc+YzQqhePbv8RQIY1oEtPgnIwgmDJ/cDteGTNjSYuNVB9/RiYAP5OKf9Op26GAAc/CrFwl3T29LHlnd44RoTzm+NO7KxcRUmNL0Mjob3NclwSrReTzdJ8kkUkU6LRnzyj5DbpoO4qI3SDUSgsBPteoklPkBrPk6fABPsbYmLt4ECih3uhlVJSKe79ZiiXOud7fiTg8qw47KQx4UsmPoaLeag3ZDbdul2Lrov0akcUPYKD5obvUwvu8bj1OItwc3sSY9+9K4UXu2GsYvtzHahQ8V9aPjrZpV+uiyE3aszy4dqJvIePzR61VTU06ElWoXnmYoDVFfysZRbucER+NemseBoupWPZZqO6kw31nus2xAgl95VnMS29DDMIxe57AuJ51A2vvihF81a5YmEVcSJvTMLkAu7bQTz0ltHiX50bk7AU1ZPKvSwMpCXEF7SwTgcW3N+0MvBgmQuQG/mk5707GHcHam4WxpGCLoh1cUOyuBlDmWHE9bKdVxhloMhcUekjTVh7zNkXHvJzKJWIFSVa2t70YYItBrD9+LhFxvBT5ttbYDDAPw8Ng7G39CS5L+7Ao6EiMArSJFpciA4CFUjMPEROpxEDeBwwxiINwwxTxtX2dDszKldx+HMrZCLb0LETzYcAM/oBtrSquE+UfNyB2uwvDXtcF94yEsHvij7oTyBPZkARGyaB5+j2IRnDrGPLUR9lDLysoE6lD/WfpLQ2IkNjqlmWzkJGpGyXSaKrUE6ES+BT1agK/3hhQcf9lH+ZS91ScaiPwwoaGqPgq/N47zSSva9Xi0dD5Y7ifhOjiasYND4WmO4WSt8X90ndXNRDncEnXOfbEEEHlokrEdtvfwyDZi3Y91PGYQrEi1rv17GpaSLiePUwrVPDZhJe8hq6VSckkZTo727xfhfIck32hqqfyn53TTMp/1rbfh3FiXw1sQG3QuN9HNBIOSskLa9aDLEJ6Nhw2/XRvz1izgOpwJwPShbaxJqmcqh9Yy/xnqaydRx4qYVYi4qufGgCDXdzF4l9XJ3yCDVufhQ/A70MMdBe9zVyRe+jYAHUD+INE1D5qsNlBW59A9mo9NQKflirzRg9wp8MlaTT5aru4oz6XHR5m5zeztPbObAXoCHDGkeC5jjZU1U8SMlWKgBXdA4IEhamMDXa6EOP7jd7to6cY/LVR5zn1kC3yyADm58x3b/gPD1y1yUuSgtG09qu/xjQuDSiJ15XIBUVozmnE/WjPfLvMh0WxTWrkhx4j9VjytGthqj4ZPt+KH6ZjwR0q8muF7HcQ3u+sTe4kIabBq+Iytg3nmwNLwDIdcmfvJVFrvh4Jf78QAALyvCiBEKZDVuxPESv8xEAKjJfsjkJGCIOhYF1t6WYtqpdkhSmBvuamObt5/ftW4SnImBdq0EJIg8+xhMC2/aNqJruZDtYulIdtRmXNfSouzpJWZsdGNZV9C806VgNPkaX4S9gipolzrOqtC8oKtRkVBGLOlZgaUmRNadk1jxxYe9qFYQLy3Pq5KUAZ890NFnF3Eo2zLvr4pYrC9p7FxtXCxAF51qSIEZcnAvsjvdwWU3Ajt2NkIusdXN2yOitBdJvY4MqtZgC5pTUDgSqNg0RQRcFjPxaS5dKfdzOnxTQTj1NoaE9pSwwrupOCYlBvVmShsFAAacTk1q8ajHWH1oAfG9xbTMgEgS9G6OoIchptSTVj3wH6IJ7MQxJ0lF7nHYOPHkofOxIDxpUOVQ6bF2Pyb4ROK6eyuk5DI1fFSooeFDDbtxE+TmvQhyQyn58DYmbfQ3qlOOoRNQjEfACWDTSnWwH2cH72Y7pNmSEXarC4ONlOTn5hDEt2X9IPkKF4QegITXZSHrdTnPZpAcFMXpky0b8FzNv+wXsy28C8hdfwC/2ewH36FTibviDODM8scE0rz1BoJfhiXAglKMIPb3MgFzY1hg5HtHVVDI6XwDQtRbWTq0xAi8JIhJoFbTH+lvdgP7V8hkPqApBCefgaogW5SahoKiYdDVPff/3UnYSqHku2QN/fm4jV3A+REmFP9o+QhWBJnZSvhMG2aYLdn7TnGL3IVnxS8rYeDLpQXf7TKzj2Xa4ePR+NtKHPH/JgUv/B0X2XFt/jFDdAv5/opkaA85q79yqJtW6jD8yQg5/LIjAK04ZH9ZVs2AovUna4maiWL8Y75KNCw8n0wlhUcO0XnPIPLzxzqBfszrv1mgjvhltK0/TcujK1Xi/ladhw+3B3wXTq5ZEG1ye42jQMOwQoDJOQO2IoCXN03OGo62sALBAij4PFNjp8FHZwZbOgt4fxWc/pEZ/hUpxJoTnc8i04xDQPUb/R0buNVvQqRqyKDlL6VlqF39/Lm9Gzm0XbMBIni6SlaliJYj8D/YsMN/aWR5iEuU2ZKsP7E1xjk0CH+ePA6vMH6/qvmDK4nBD7eswHvY86dTUWy97Pp+WnCtc7LfT7SSkV0bm/nrkpTySbgNEAbYcr0jqQZGWLzq7oPZhS8O1GfCDjBE8F/pEnEDP07Ys1N03+R39yZwF+dnXe/SjjSwX0Gb60pmDKv4x72TN7wyBXm70X362KXlm82ICLhRZWQo7pcxgRc0OOI1hGDQAclJFzT6QeB3pKxRBQCyt+SKHp+jDOfn9Vjka309bBx8LX9uRw43QBfGjm1s+Wjro6ugfvadt7ZL1Gr+1w6HsdX31S3guuiq2kUI7wDG//qZcJVz4+xTdW98sB1IacfRvAW+wvdOClxPqyX0V5jWbsYqAxRS29KVHoz8q3r0u226pVOwfJZ+N9e0MPaK0xSMgp4UTfGP+XjrWa2GX4tD2H9jLNKd/gQ/GeXORyOU6QZMR39Z5uyXi/CiO3mB/qzAzD9hFUOf+hrdA1TuXuzJuDjHvkUcZ2Kp1nnsyle/FPgpHoZ70J7JH3ts4JPXSrpTUYJPNrf1Y9hkdSB9pkA3syA1PgIVD8YuJP4IeQa26KD+306J/yfB8f8psfVjoNidMMMo6EDoWA4A4WhzcL0N8nR+ZvdTUIk6PwLzW1DIYAUqfhyeTCsBmF+dtWCpsMEXy0sL/dT9MSdTAp+Jf+zTqezokxH2YO5VQW4AEnraKly/zCjZx5K8Mlf1zmVkjC2sp/NPZKh0dFGNmI+VjoWCcmCPt/fFFRVkHT1t42+JJF5nImNCny5Q+31g+6bq+Mx5pCDLsFpRLgV2nvRFRv/S/OBHh2F8kzID3avHBj9K4O6j5flOpkSAAsTF3oV3wgZm1vlnnsKdaoADB7uUc2Eg8lKpOBJUYHauipYvIYCw7Qzsr0uSQ+4MTYCJ8zfjCcGeDEAVO/O23HjLkRD4qgoe4ZGrInS+TvEuPetRxJsgYMd6EARONkhPX3F6dbHRpzOT6+mnJ3Ymr/90XUjdiUUPCjqKPAdtUv9+cWk8hxFY38pCxPfrJWZYFkBiEtN7U3VilZMy4J8hcTI02rhx+CZFlDPaQurOSHg+Tg7mN2IXCUu9wL56scCTuvF+rghIvkq/mlNsxocTIzwMNgf/q0fXc4iCdAIU4f90Pny0HsPPNMSoiSr8zxbH/k4NTV9gNiqIBLEnMXn0z1pofqYXKcpYDj8QkjwDRmpehkwo0iIIf4JGVtMBYi8o1vqxVDj+JxgoD9Rg7InIqjeEsfPX6xkfwRKY9om3so8m5PqbEPxoX5jh+We1hF9IyLcRET0/GpXRx+kdgCbo9G8GZ3xr3o9vhgz4WyhtyCjSGAuy/GF6o7zW1ie+H4hr7L9omggj2HD+Nkwubk3c7/OpxM/HHwi96GOU/X2esvOLgND4P0/00as/n6kq2QNNRfhoFjzfia3ZNtHr+NGuWL/pTmxTEODjdzGz/gN3yueBynJq4WHpxsMkBuacmmPnW2/8HEr+b6aO2rxtqUgRxm0ezbtGOpWSY4QqmazbQzCsfhSUViMENNz48MrAtvnXr7hl49Wk9IUceO8mW1t3yFTl3FnvgALHJeyKgxV/CyNcrpvaExsQXnQgw4f+5onu7vnYFsV2IA5bu3bFA9tDc1f7FpLIBycpdCCA19928PGRunih7E8fyeBDHhOdlodeFHdEngeHesg/mbYFurn20SmPSUJ0EeE1h88U/eG/5njajx5qfWjhk1/7INzOKlrhRaWKeEVbdvtHiCLb7w/HDJ4+6+puhjC7xVO+RHq9QR+foPSTQATVL6bh1F9ZaOFVW2AggtZIxeBLIIZoJ5/GKek0to08BfBfHWq0fV24Ag/ktXlnSbQjGYV6vDy/2BDHtq+qEt/aXvOXu6s+B6sX+0Marnf9xPtqF9b28SPkl7EZnfEBUdBGt8QX4wDJXobw42eBVGeLTkotdT45eOJM+ir+LbVOlKBMmu7I2KCOu0XU+VyKIngGq3mMrKHV0JLsaycMf/ULAywUljOdK2jlHHhLIp8voDGY1aoURZLE20dTYdqGcgvym2bWPtrRBe9GRvqxHhD4a6E7TwLHiTJab+2vf3jXxrtMTET/7KXFGU3dWlbPR73810xdZYw7WCkaKJGa/DtJghFX+t8O2Hz+Yv5txMN94vAexJxC0/s3C5qeWxOxIEfKD1bTORUM+s2UmajsUP46Bk/dhPzXDP68ZBRoVIdY8dH2pNpLOTSkDRMJU9zwz1qlPIG23781Q+yfMbv4CRFkv3oIAhGwRT4Wq45/u7j0JMZIfHQH5X/L2jggY/xvKLeqoqSPJpz0fJvp38ST99G9PrybDJB/INHHR5tm8Co4UJ+KJ/WnpX7aZZdBX03I99GRp22nwRS/a4XP5zCTZbCKv4uGxewCBjJQv492wEYbBGbfJxv6PXqcn8tUzGcI8Pe3avh9dBIAfkKPq3+zgf4rC0Seps9/sa/Aj1bB5wkA8X+N0/i9zjraEIiFP9kS5E8fLWkjHsZo5SjwhQRsuAnP7iNLX8bBsafNcPfVZzHUp7FqwAsecwXD+qv42yy1rFPSX4YRggfyQu2j1cz4518+P6zr46OlaP0xvWhed5L5r1UKfwEOYWuUxw/kxVvmAvSBkIAwgGTldTPs7fwCg2huMuMD3Yt358n3cZF3RUDP/1DT8NGPKb6JCt6lEElfK2Hqq2Fqis5/i7fIzx4Z8OI8OXH+aCyAeN/CIKaf9mHVKwEk8FFK3PhoUgZ+zdvXT3lqw4EB7H20Y/zIjfgn3RInucdHMZz66LaQX0PBlYv0yG8pMpfuSfwrJkyvImMIiPCrHXCgu5C3UeW3xeUKJgCpSnOFXzXxgya764PJaKTRZHrimV602+Kv8qNhSkiwBpa+O5tYRrMKojZgsIHfZUrvx6SV+GQG7n6ALcF/g7r30UYB/JVW2v/jW/rP/FL8pe7xP6qB4Z/xMfnOyZ1vIPF/NKElX0RI8CuZnHUxk/wkIpq+vVg/CZnw34GYfodq3i+y9R3yeXycPGGWEzP+DQDJnw7y/SpLJNM+jX+lxASu0r/fMgTGd4EKchv1W05utE7Lz/IqdDv2VQpYpdF0oc2m+GCw5bMWvH6VxC6623kbU3i3EtLt4Mbnj8C/jUBuceUAq0Hhoy7966U5oy0Efy0bpRR6/M9ocJiS/v6Zi/Ha+BhdAfOvCwyhOm3w1z1/XhSF7E9gQ3mUNvVTVaL+O8kPL5phwh9C8fpoTFNPhBjElQoqT9yi+23Cfj+aB8avfjDxb4ruj5Z64FVrXT+6A/O/Z/HulJ/f1ez0D8AE+TcUkLdUWkJle9V/9BpRSG0cuMrsBIAJ78YJkL1KSbIUh1kqS5oDRmJQo3LwmKnJV74uy4T6zewvK4+3sQjmDohNsltFx79eMkBseergWRLZAyumWf7NcqqQMM/IAY7RTXhfqWCbusuJhF6s3FdY8Eg10fQXDntSzLHdJZT39oTkubpt3Cxw5UCmVSfAmfGKdCzHXaMWobV+QleXMuGyn/T0CWkLI9iNYDsktFsFrtg6FXcoNNHaALsMjk6hfkn7iwsRKtjI7sJS1ZPI9pVMB1KlPbzXE06KsAfhJs+ZC7G/RFWI2uvsQku+U0ZUe9BiIldk959BTSvXHrhKWJ0fqdDqm9r74F1vusDm7BNKnarxrvefPaxFRCsmIDhCDR3t4sc/2Zmf8Bk6eqYB/2e1WmkUnizry3m5Zl7n/XGNxdC5DFX7TwQBnPVwSA+7u+oCCFXwVLiYjhX425fAOJ8hPAqG6Da4lF6R8py3go0+toSlm9gh8hQ10PjksTFXZ+afn/qMW/Y9lgBG5ZSPNLiNyNhEq7QZe8AoQIiwgwy9Bas3yWeP8ophE+Hbi9QmvClo9it0MDXE9rjuP9Dw4MEJRhMUsv+NTba3YPV2kxBi/20CZH8y1O0mBMq+Gk6SLtXAkeP63n43tRtgJHi0ZFf6HZNBfcuj3w52BPQhQGUACTR0KGa0GSI++tRg1YmnaZChU/HQqMFzSsPRVfepFNYoB4jrR6WO1dRLtvQBzLGscx0nyWJTUgEaJ0ipNLErIJQyybWSN9iHIOgMWDLqUo8svIeNmOnUV6Juv5RFnP2kREClmpdvoJexHIn5NDGkR2MDvk4phM4yO6KHB0RvOdFIZMqj19yN0qCcAUgg16GWcPahQM8gAHhPigS8h92q8yyVC9q3lISthA1wWRHQQ/jVXWJYEhkBd5oGGzpVz6AOsXKfktT9ST4pfYBSXJdKcQJHl0WfUoGRWXDcmdKpOGqgfeiBaNWLbkdROaEFScmTZ1nAEGxyZa2v+wHPvcrhyyyY7Pw8470y3etXmG4vGlO3rfWpJMTqjjXq1KtodFmR2fat3qEmx2IPU776QGcf/Wt5q79Iscfy2P3c+/KTEDVXphbJkmP6Td2m/4E2pI8tsekmErR+0qEt0YvMjzT1ONRiUQnH6xu47fjhGpOJVyVHZI1fxzTQ8PjoMAdUFCFsHs8Y88qsaDchPkm8EKO7qBwqzj31lwMzfeWL8+RXqEq0PO57bNRB+Icfw9rYIDfImUVwKiOEd6XLKqT4YZCoJD3iuImUXCOsGHhlpNiPdQ739Gn9EIN7gvV8CgtTzjYltR1xQTNEIUJrBSTFuF4d7Lchs+GAyDf9DMnkf5BtcUEBqmclG76hhOxvyRrmgmK7fHWUPayF66TnIK+vyC5+LA+t3PHWMqtNyDMRycAYa3AZTnD9hN342xCJuIwOY21dPzwJYlKcigA8NEkDG+oYr6ywRL0YWQUihxPC6nHiGjv/yUMJHqjZ1jTFzA2Pk/o5RexPYhDHRdB1ceZjkwh4hznc+gqCGxOvx/3lCWgIk62bNKL+twU0cHk1/AeKY7bEo//BhqVkWNQDSW/HfaWLjq+aHn8HUYkcOUmORwKh8B/YkJaiVhDy4TJ90jCCW/4TVSRnIf8FfWRw9uFJGl/jHrt6kZmBNzUQPaprCVFHhzojjLOz6i1YaA74iHAkM+7myLTkdoTxX87Csz+6vpRitCupjJNTOgXut0ygGrdFRxs5iQFhgT2gh9ypeG4c7Gjt6bCdO7mWKD0UmqAJCWrXlZAc5wRQv2kcDJY8fvWuKKmi5KvfQbpuZkKvLAFEv3Eky7BV9hvOB//9HCF3YcYtOq4vOZ52ZMzSlM60d1zEAxRpQ3B6wwGEYEYfoXH+HQcOXiWHwQxwkgP9SbjibcGDkNasNgNwAZgM0gPUJP+UTCIfSl2nHcFAfCYWUz70+HsrqFr7S0qGcABgYDdhpuWXklzzkxTBVwne+Iyo1T34dPp75wtXHCXBU+Sg+2t3FG8RIHMHqHD6t6pO+WSbCQgD/LgeFVADolyeWEKmqoaHD81RODUCcdUyOC1zyEa6j4WDklfWYakXGXkokA/bB+Ug+lL8BmbIJFYFv4NTJ7nezbM+Rb/GEw5CZfArcbj8zcwAxxyEU85aeujADSO8cRtWHPwRPhM8w9mqP6bD5XzNVNxLaf4UKhq86rdAgVE0T6Ndv0qRAt62zEMcR4Rb4PoSYkGYqzhsGdGBLbABUboyGXbC+ooTOQHJ87XiYgpqECoY4yi8m2dWnGcOS/MHK17JKGsChchIqxE/BNZL8muBE0qosfzoywW9kPjmFlQuWPN2VgLBNyRKCpapCtnigbrG/LGVh4AZN9UIqigPpWlbFS2doDqcs0yoyp8kkhBjB9DipUAEz+21/7E2EGPOJ6de4J8/blvUzZySlgFfjSHCEocOjiqW6NmTyzd72HwlQinP1ELugoiHnzL3+W+LnvTppf9KgjVY+ArwZimO6/spOwukmq5yisB7QKBFis3pLqfNRm0LhmxTNlK5y31LidVYVN/CGs5q0e1VUyhiEl66jlVWWBEWX4IkySWUcfTaXaKPv4rVYTWZaIDM6VSKLroZ4k8WXCssJburcTh74AToWKPBvYpGp5pN8guMkezY0aROx9hy6ualSgcj8dZXpCy9CRfBrh7B+EqX7mC+ZL1orMjLLjC7qWvgdVXYdK04vT51hNX3GLLYne5+3ZCRe1XTCu/BAAgJdogRqVHTqyLbYafnaebxPZIyOm9M6aGh1m8TRIRkIvmQ3QBc3QfSU6rphqVjfxGgJLUErruMDt2fhTxXFwGfKRziBxDyInxB/YeCkBylVI5nDlYjDEzYQJ/bGg8TU2XfICR52I4otgcgV5yNKwcXXsRtlyD94xcy97qMMJNYWA2wUDdHNSxHkSRozHStzGv1QllrIR0m2Vaog1GokwlGvIgfDtLRxDMP9DzQTYygOFxr5cSoXBvkcjkzh1JAYzW9vLx+djT1sQNgOFiiFGGOsb4Sq+Z9c9z4p5eUidedSpbdLx8HNsokRraDy+qcXSAL0GV4MBfWKe/dKL08RbJUgExePVBKuoIDuoUPaRue5BH1Fw6pWyidAN3SDNwDkkx8YwVIg4DRSS4AkBJopuEucPUAtBvb+oEFryTSUnoCKBwpKr6ZGeQhV396S5at4Gpw51YFSG3wztV0BDxqlAbgE6WdK2+Re6qE+Q4RVDqvE9HTYZ13so/qXDWm6fZfiy+0/Y0XeO+o5rIynPuGiJNLxRUqSYPTmhXnpDY65KRgErwvIDlOEAUCynhVuxyVCL9LaPJXrFbO3MNxCBdyaeDAPW8SeDUjAOpfaB48QeOwN6xx2L1q7TiaA8HObT50EU2dKxL1fKj+ZRLHvzx/uADHuOfOB75sguNIIstbuHDWpZU7UV3Fi/w0dM8Wjkha4KGS0Jz6oM8olmnPekMM+LZZhuLy07yjaHFzP28lhTdbLGbTNmjkUcUQnSH8OdQwmwcJtQ80G0918cdnenDJGnHPDRBmxPoXFB5PQInYu3DfeKIscR5vm4t9MU8Ie8GJmp4CG3ClK4XjeilIcRWCHviIQMCbFjDP8oDrbeoHR4hAMZ1q4+wFffh+/mKpevryzxJS92wrcbq5NtFbai7hhApsOArUIIo7+njnJds2mfIUx9S5MgIb9xwa8qc8HU4LoQQZjw4RLRw5okHBRDPn0l741yqqhCWB/Osv5/macsrluB9hELju0h53AWDU//Aa/GS58yGWA3DdA7dc1EeQHyVecX9+EEwb8ygjMJzjBS4YYpBV/uJxOI49wz9/8PhsU90kOuD6t8kb9wkeOGzTBW73B9QbbRBClDwMq+vWBcbr41zjYN6L/QGAJQcTPTtSIUD9MYyqR9Q+diBM+WspgcfRz3lxoMTLZZvK+KR8cPWiiwHkV9fteUecLp6SHCN1gYIIJH/t2qFRvEk6KnjmulJVnEbia/vkhIjrKh3hqWwgPFOpD3ARkeGq5pRkRS72poIW2DcIHlfp18gnrD+V+vNJCNRALt3wRoxgrej57GE6jL0a+QIXmwdPKvODgoM3LRv1ngNgv4KMauveGvavvwToTU+qtCe1NriC22gkTfzJA5G3omgKdqYxL3TprhqDB7bvW1zYz4pHUjITk4H0akQw7OLf4871iNNGx4jzNHJ46FBHQnS+RmxjqOHtOrnMfm6AQu7Ka1H6pm8MJXqhp0OP1Ie+b4RwKVWMfd6Z0o3AHd7Ste9mA93bugyGBb51scydZKRYfCSSj5sDr7qUNMxLEj6ApMDbFkL83TFtrjVKnBgEgv3hhcdNqGQHQgYuH3EaSsrrIx/o3G4Yjn0sAgwIaIxgx8YYdYGasv8g+BU9o2t1ZR7S1WnTKYiPVRFjqpgih16iLxJ54lnPPr6QdLLbyPEVNCZPG5wjvbX76UclYMV4ZYJjPGNYbi8rgWCD6aONu9yhqn3VXry1QTO1bNdN+Fs8NGXDef1AzrmeKGLINlXgeH8A0gbRY3mTKCHk7fPATRvILZMG8LS4MERmtq8JBm84BJWzMhOytTJ8nro4YKeJ/YuuJFbkNQ/rosPrbIj//UPqWUSivofWantUBlIfQ5r7BB78tUmo4fQsrd6vRZTZHjXjfQjG6ifjUmrrFTv2AyvGf2xBY3s5mK9rXeL9LapVz6uM1IUKjP2xptgvZuHWqmb5q7eAsAKTfJyeF3w4xm9JIaelwND7lhV63s+qPsVX42srjLjKouF7wRQ7BSJ/p5GWO5X4TiiEWMGA+1plE3qSErcf9pM37PPyy1RQYwGFf1kDIRZF+hGr6V9jrvkkQOtO4JPoj7loI0BT4Hs9V/sSIYrXTWzxyFBYPHmxcDmyVxV5oQ2C06XQeHhdF24XyjTRkkKrsVi+A2ISF3132f0EooJHZkrBxQryt1q0bE4fHkZSuOtQp6dF7vO3tXs3vZwtONs4ASzJznD44c/bsjsD2QfGKyVJgp+AAwo+ihSolInC4ktDiNA9QygiQBJojMZhAmNFC3gokrW9ZQLEYkxlD7PZDAyCAosrQp8Yt+CD/fPae9ucdD0l/03D5gwPMp6/ucs6cLygSEZ1cKK3PncPNW7s+dL83Kl/bnJMrnUJyoM6P2KH5L0dJ2bhwI8zuD1EuVskcwy/vc+H52L4g+QTf+BeRH/ms9ZrFde6IlfG+Id68rL/HrwfC/Y1G5xCxv8N68/aXUkAubcA0dC5WIo5TD7rqlctveClCb3rz/lHv//8HK8m+1RYKT0YNs05sX6r55r9GMfLYqLP/0soGvVYb1fcjcWtrXOWzypgq4NwNrvvaIWfJ+7n1UBxDsqWINRli6nz8Y67DLt32Di9WdCH84Ou/aIMdhZr+mkPpvzLeSl7MUKTW31CGPW2JX6bi3CIvtbtb/9/zKguuJ8vDMfestWlb1ifV6eaHN7lvvxIKL/kD7NT8sgjnnneKNq1i8aPh65gz+se47f2eZG+z38ntXevF606fg5Y3vVmLdn8xxHFc/K7X7z0loQD+Hm48hrU9atDm3ggsRVKTvXZ16JzR+jLmPiVTKyarf1gjWU3ICJbxY77mJJz6IVgwEO1wrqQDchwPpEkA+R8XhNRos+73a59kvwFqYaJfsq9I6T34rNmRtQ2otPf8Lm+KXo1OREvAKFf4LF99DnVSSsqHPPyGmtntkjoh/20GT/qemsj26RxbD38yx5r/vdysbTA87NXjCm7IyzrtaV/LkpI6dwmWF+8Uv9/DXKAOjk2y8sKEwnvisR/GzgouvCCezFlONvT6QGm8S8v0e7q+I6djzhN5U5F75XybPDlMz6DknHPuOCQF9m4y2mIWckb0v9Klghyp3NbzqKHp36aQMqbb+dOkT8fEeJCW9GPfH6ZJTp+PD7RFvAg7SMqt+MmsPDyL217QLaJiXroOMLX7SNkeKD5MOrPRyfsup4+nw5vYj1c2UPB00ofI7g+8cUvTLk3+iREzhxYkk7wq7QLDBtHben38Shij+TPwhDBS5mjuzKWGL69Hae/DCxTQPLRqrr6101z1biRt/yW90c5kiPszjQvXoTH9T8BnFxzm9ctzyz4SY2M5DflXbnI8Ft/qeCXu/ybsU2kO2E42PbsXToqaNXx9LfhKJ9ZuBqEhlNZP5TCvgHtM8ZhyLyvMmKN4AiGYfmMeAVI3TK8CNw3DMz/2G6L08GdCFdPzCZbj8juY/l7hflxvN2Ij4zxwn0E2LW2nBFH3ya9djSnO7HIX5Ga/G933bN8U3/TAuR+Vl1axHDgfvJsG5eEbVkvhLP6EZ6/up0XvObW8HN2Ijgdzes1/vvtn+KYGqIfxA+Fn8m7D0Y3OY9r8D1p/EnZtdtq0ZXvN/iwMjdMLkD+sIl9sUYHzsJdbEYKgdO3vB4N5WLwKP8v3OH5xrrs9mhCpV8k0z8Xz9lmp//9bcc3cEuVMOAp+6s3vongm35sDOEgOGBqNTLUwgnThm6PB9l5E7ScWoL+eUmqQdNo8cy19r9Sz+dGE8AhlgBKtHHI58pekzGy3esTDgY/iPq1YX8UBnfrkkoP2+N5iFET5N85wq79RDPl5FDSblfkL3K8E+bzfws/Z6qHuoLLYmbF2REPXvmFWP7u0z6KcRD++3U89d+uSw6WlzzDqbf+bYGByAVpaz59L2/7MP8H1LZASfNbBPtHAJnfjLxWnj9A/9z7DfugFuc6hOX/0rkr7xMz2R4PgR7P4D2eIHjeiScIlNunYQfU78uR1y+Xy2xt4n279SoT/9O2bDFOZYnuL1mZn/2TbsdAP0rkn0eV7d704ebHFi2Z8+rk9XCmll90WbU7QUcfuvOd/tYV1HfTTn6tYOC88IHRy8Eqxr3/uzq9ssb6zurn+xuCzvCicV3iHjGWwVdQtuveljbz//uU1fHWfJxqfj6A5OMt7lc3EpmYWvin6/01d3KpW3wdG4ANmOTYayRZmX0/nxKN0yGHirsHwpWaxQG7jyvQu7cX//N6ntxzc3JZUrJwgDZ9Zz82bye0QIS9GQrRYRc7QPMUeObnP/k2DmCh7WdAuttZFL9z8cgoBIb3whmCzufYykV68geU+x8UHbX3ZdGpK0btxfyhAPpN6deywl2QTwCXfxkdcyC4a31K3k8kONbRbo3lL239yuaHNkfQ2+J8JzT1/3i+G5lvQPacZ6zwyXnaSdR3CKp9O1CNrXZx773AxVSRg3ajzjMOUH0262qhefz0Mlwb6nXid0Lg2PJ5DDsQriMi+psiUY+ZPb+rOQVcGuXzaSz1Q3HzGWWeiF8aX9JEt+N+9v+YrdAXV/8d6i9+fKvZMjMrIGN4MDJ7jtX1is/7/SRcgGFczQVXEztavU4pB6ZL1/ZJ9hf6XW8n2aDNdz3/uDN0ipVDiPDoOqFAM1J7fLI0LIVbOONiDLLnLba6vZLU0+6vnQbin/hhUACGThRFZu4H9veeTN9EVFygndS4uxdQTp6CY/OKV8v6jpLPoFEuO/8qxVLOGZrzwbv/2Exfl/78wucmGPMrMXkmf/ClSxkWSF+sPtK/5zvnt/Ggp6GXwKzu21MYHw5OcdKupsh31g9Olp4tR/u/YzxsYinNRlf/j8UxFNwo+jcPrAq9YtG8oWbOB8k/h/gDb4y/tnHGgsEUWp3y+cO24cZUsYs56e6D/jvBCCcw5zVMHN7dsndorJhjhld2gHsamN3wRrI/HUfEf3V8OCN0dJQxvhHphDdXcIF+Z/0+5I4SvmxZGGye7Rcf2N4bI92lahnNdXW0t+2cZ66LLSnA4uxjYHkgWE2XuFAaOxF5jCKbjIYJkFefyv7ivsLh+YxrASYGhoMTJzRLdh+h6udYatvBUr6VjS6PtlTdLv8rCcbqHDHx362cVx3ldvt9jGFzBy7YGXY42kbwdiSt378gfnQRR/hP/stWH79W12q3zuxnW5WT0NFdrU94qlefTLR89vusRvOs2sOsjHaJi85liqD4L3yoP7qT/nvDP8fviKZ38/Hp/Dxwpk14H3A+PMw4RrXe457n5nSuuK6MjxVBNtr59VkeUyhkTJ5Wb+ZPKPL+5SO5Fme7WOXdHH6Xqj4U1l92xD+OoT97T30AZwV48ObJozJYeP6se7rVA+IX5+vgyr4vSl2LTVzBCthLIlgWp/FCRO5DFaakMhXfU+nrZcG3F8uB+q2VdP61+0g7HwLVKxW/Y3VwMvRKFgVY205wfgdjOeMOavKPBnorhPnPdTbHTwbbmD8+n/r/6wG6U5J8If8VF9uCwt/V8W4oHnwiEXPh9gaeSp9reDmMnf4+1gSA5e535hzA9YuOvBFymdAObGX1eafokhXT9DeseFpI7fWPv1NwepTzed2nnuCOatWNXDA/rjMHhciP1pMQ4e5ErgtW0BpZCaMndI3G/zPStf/MTusfRQeuePHn4LPHvHRnsQL4dghoZ6TEmIh2v7F6DnPSog7Im8B4Wm6+jARggtcGF/PJk+/5fyVDdzbgb3eulfLxgaVncD5H8PNbYr9PnH8Bof3qwwadeXjI2H149uJXUOzaiz9A9b/fVaCvBW9hO593tUj0j1dhspQs6bVYEjJBz+Gf7Eeocfyf0d8RLBPPMW78NtJbaCcBiquvtCKOayAx6NLkr4rs3PTaPSMSD2w3Td+JfStKHOQeIn/u3a2Yqwsbt+r83hA6/Lu0YEMCXu/9vc8yq/3CkTnUJvTfcUVmYUdKMjv4FldySeHlwOTGrdGiuVn/vXgviEySnwPhlX5w636tgPR+Uo+ivZzLhlb14DJ8bzOL9rNhEyd2EKxaEPM93PC+LZ0bvOOk4wjG3g5w54y41WY8gQngy+T0X/c5l4Wsys9ZuUzWAU8cAaRyd66eyYO0iufh70N5ugf41OR5ILxLiutAaz7O3vq5+4X90qz1Vm6Y2T45siCUXdEv24WvvyP6VAuZCwT8BQJxWBmP1/sIOYR88QaJbk53B6SD/z/eKLvfavunuFF3FUWMp6qKzR8XGBe+rd7O81+UNanrzYY/ahuHn83xgSyDzZ4e8vghHo4uYwVJb/g+jtwzexiPhMkMMtXPgdap8Y65q/2zn7/K4X7+Mu8XHzD+W0BgbocEf1hFQnMkfTrR0Yv2C/AVWUpnEo0hRFn+5CXPuJ231OGXtcnRLmh6C53bcvp+h1PbL8NeYUe/cP01V63Nm0DYY/sWeldaVPXu5KGALNNZTJz9IFOcsHS88GSqy/XOZzGNm+Ae3D0O1kBG426zZcDE0e/aeslfUtzLL33vg54Oz/kqHB4+5y8r/KAVzlh7brz/IeV0Xq81we/MBuct0fJZvf56mga/kpv9/ukTn+X+Sh/aTNx0R+3PzPPhOhuKpnYBR2zEPXxPnW+5tRPL8qd0dPBOlmv6CRaBlzS8LlT+0z7m0F/Qu7F2zOGllNu9Tew9QVL6rbc8gj4WTywzS8fxPVzDY0FkRiKtcxeIg5Mea/W4PfwaLWcJqTHWkjHrDn+mePfxiQzfkkXTxnsl3TzH/wiHwROrchsz/4v3fUjOMD0dNS6zz93WZzuSjHElD7AfAn0p4HJgl8aPs7S8s7nmWJJZ8wX8LyexhDcy7+fBx8KPyzOdL2ffsCGTZJWR4j8u4Ha56KHBE8h4sihYSSveXXChunbHrQdOeszCHwT0VWa+eg619OaNm8MtnLFG6z1bXf9wBuLPgYdATL2TbjRh8fiXN/8QKoNVn/XWQpy5qcvl3vZTf8qpxvRgt6hR03WNaFv4Q06nxvn4o8i5CE0KG7b5fw1j7/qlcYdly5yiv2B/w2/XzKmn3e66QvY879ISuPP7DADjloJO12Jhrsa54fTc1Q9X+ojAhYvJ6HcQvSslgpVPa5ot/AJvSONG+O8ZfVRa3kK+Yk+o5EAm84qtd/QYX2Nm3yDvQO4YI1zsWj91U26A3aL7oKrW4OA9x/5dxPRfpgUAZq15fOvL/p3BkXz8PFaZ7XAxe772oN2Eeho/Z8uUhNQZP1dqkIbi1Wyn9ZzK/q/Erx+1xfRzoNuevsqQCDeOmuQbqYHFwQUuV63uqIAPGKxA+tAJFb9Q09IxkFwP 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 Q1NHUEhTCAAAAAIAKLUv/WB0UtWwAYrewrAsEFBcB8ACjgRsGbNTlZPSt21wMx2vNb0U35+Oo+3f/XN3SgrrM+MX1xijfXYqC+8K8wpaEIp2eLL81v5MAocXggXtoU4ar8Jzs+3CwdrfeQC7SWH1Tp5bXiBK27VSrnPNZxA8WsToHk92XvqXooEQM9i9asgIvvZTrzq5Or0560UL5hbA3l6Qd8yjjlh3rLIqH8DIMhvshOJoqM+eWhG31KcJiLJh2Fp6FrjUN7ep9g4GvJZKmW1AHX6rJnS0KjeaJfI9mItAr1YX575Zy2z9vE+4LGOUqWOTJNk5SFLf0dirg6CC/cASrx27QYH3cHiLoYETxCjzkFHMHjWEXP8aPU020L+KNR0tpHU3lLAEQoZ6BhYI/oYvq2dYleRr3et1uD2i/Gi6XV1Ru6ZwJcmNtZ0qmKSKZbcz5XkLXXc7yyA8hOluh6KU3dpruwY7CXdahKRfcpXITkr9Ma2VfZJGVWhfXyS1lqXXwZ8HMXgBZbaHRJHZYGS9WokoPz24pO2laP9NDYUHKcWfgbJ6jVrri0XcpZkhPY3I4gWxeF7QN+cjCan8gWn2qCZ++5fnpgEegx2Niwh3pFOx0HW8HLfdw17Py6RRkFhrO+QnoRbpfKsK7gg3kTwtr5Erm5yukXDAgeXcSsjeNdJI5V+grL5RwxuXWjHk7yZx+FZhsq+EXMDLCnG7TGSS3458JMiR/MLyst50lUANvsZvvykyVCzyyzdlANXS7fIWqnjER874YpSwt/RM5TNQcHjjkY/vYGSHoy6P4JpoODyB3iOcz7SR54Ah9QpsvPEJJ3z6imQOn8NXxk8siOXhjeR7GgiPspb42U8ZY+oLN6stgjlcyONEQTVJTHgRVcWFiCKvOaB5lZnUPnNCyXsB+yhetPKaXbe8P6mYALK86AkHuFFPI8rw8nzB312wnEGB1FOpQNGpItMvkdIE8RJuj4aaciWYkG1JJYCc2Q6XI1ly234sHubsDKZ89oZWe4bPGl9UgtrPMgLamwFucFJX1RpYtxyVMvizmJDfeNGi74joazvmSNGYe8BZtzgb2zGuertNGgVfE6OoOXDMxWKPBBm5mQYxI1yOZ/JzNfbDKWHPdoKYBrJA6ygEig0tvebWzMxgDu9FW6yyg27TOAGnBEZqe/KkKIiXaHt0NEQnYJhfmrxMRnI59ulpMMnCGD7h7zCYdpwtXq4gxSytiIED+DygtWjahoRJ6lVbdzfHUP3pf2A8UdrFWIq4W4UCd4A0oN4lyXngH566KS6pg+XBcsGjvi4AY1wxgowQD3rPrqMflBvsKTAMzlFqznvz4KgIj/QQnN6CiOVpLEPoBu6T7qIB7WPQJug8NjxR3CDsO6otncYOyKVGMee8XTvOFWvvmdXh6tIiRYuC7J0Je1wQy/AvYJfgP6jdxg6Hp3nY4slL2GUn4rrMI01caOwxzo4TUw6WI62OJVFFeXhP1l5+KgmTKz48+ApUA3mxIuzXoRT7Jm1cfC0vhgO7qSkKK/JNyTMXPJ65J0DUOJboAs8EwSIJ7QtrhQ0ne2HpLf46zpRtDRJmHIhN3LdFD2asFRkmId8EXeJY52fYhGuaWGUBunOq1GkyeMpwKN5xDNMFcBix22LHgSTr9Z5bRr8EiZIRAlG+g6rqBhxM/kBjy0lrzTwz8JhnyuDo2RXi3WTtRQEQ6Gljtd6y4qzjjProJ7otXrcDhJ7i09ldNCR7ZiWVjkMhrpkP6UdIbr0ozAg+iyHuaW99/kKqV3ea27GlTeaNqTnVfrtQdtvysGH8UvXieWWUxoczn9ONa7tAc+NTxv5GKAlH8dH0esHHTw50j+RGx+0z8UZzpO43JwpzRV7Uei5Jqym/Ujese25sp1IxctdpomHqHqRwSOva+6oThZ1jKevmS2mPzqDaU7sKnu9CASvUDGzeOIgA9gyrhTeyKrrvRWvZYwv2SmX6q1hG+zc0hNKDIL7VZyhJtoJ/tbAWVITB9wCxJHillZ8o0UqydyHN3PzPjzpV5yK+xqOw28ms94BYKcHAsZ8CYZeBBawdyyFIe0Ia3I0Cx3GfWwWyV+H0COyOvWO3903UWqD0nl5Hz3KLAzBQzE+SUj1qsHHM5SUx1uiRU4osB1lhDOHCG4/ubhqdkjaSnbvdna+6gVeKXteLOfloZXWCKOI203WKhlcQPhW6fQdoPG56CG/UEvADMvKjZ1x4fZjsjceB6li0sBOn1xuhBz5abgQiYux4oNy3nKUdZ5IbzUOqoTGKbwRuM8WtBrN5F6bQULsmSHHzCVCPYhKe7ys/hK3q40ndI4cl0l2WVM3xnluh8IgDadxEra3xayN/syzrfjYYvA8GPIKnN1UMJ6Jy87StXz9ch3rVULo6OBHsBxHWc7DD7QmKcOwdIqXdTkKumsOOJL67Zs61sYMTUQCgcw0lfIykyC5ggboz+XL6QTlhjoPHVadq9sENsupQVEAnbao9vWSOh25mUBO2x/iWfiDwx8N+HeHBrDS6zxGakoMevrVoxFcxgPYv24i9spR2LKIuditrdMHyK6Cj2CTecMMp+s5waiBjVefxtChUAXuNkhYcglhd5i5sx3BeF8DBV3dZiwNJ9lkC5Aj3hcRlvsrij58ICHJyD++xDwZgxhu9bHoQkanvAQLmUYOwoy5lpu1NA22o78CUxx1a4kvxFTkHtOmUg8dYgqLxWHKRM4R/ocGWN2q5IALK/qDs4ZIXVLufjZX3gVWICral+mPwxq2ZLnhq5JeTBHLPpNp+uCb1RGKe5MZwQ9eTM7qTR4xFM7SoMPtpNMyWkljcYlza0jLDdoQUqc2FJqggmtiMiMfl6PHQuVOTTQ5Xjq/VCJQX1CgyzCTlEkZbVwTNubZTdojfw7xp/tpVR0gNI12ghuYhGT3e7hnZBDiP8QD9C42T3XXV7Nzy9IpxjmQBgrly+JwLY1Uo7xJG06XrExoXicmUZ6LmChoEd0Nyo7g0ejxhQp09Gzs/m+dyHCAW8jqQctnC0+av9hZ0N2wS9AMLI+eUSWOwCbuf6lHi1kfcMs/Ps8tIUjbDs9G5TY3ExJmYTJZYFhj012yt8xL0UtPIzCj38kzE4bMUXXz2QkjAXOjyAelhNTlksyLvU0uIVWiHlksx0Rux2Qv0AA2+PTSwXIk2L+aZJgJgduQaG+SFTs0DY7F/LV7GZrG4cr1rnX+z55ZOTbmvzAHFsz6eQwPYGaIPnTDNnEK9LgMr9SmurhlZrtiF3DXMc0otAtkcoXqSSqJWzIW1oCsqsiJIy4HPMtwMypaXmWzGMwtdxCWyZ7M7rz9rIsdCN4Ah2Aa3IXRpg8s5tEkkdGFMPNTMicWTbBc41FhhGrZ8ns3GLEHcSEyQymEAPfKX0rKMHtFUdkR3w6WtkS8zxzPE3Uj0Htsdrm+pIFkRS8wLq3ToP1BO5btQdK4NcCguHo0k8YXMFrdsyxkHNk1hkSO4sbK9oMBnF75mibZLHKRgVlixYoUdcovJzQFITch1gDvBJRloR8iZTXIacQ2D2DtAO6GTQxiaHXnzwAgy7tMIRl4tDZgFKw6+xefjyU5iXFNNTiNyl4gm67FMpHaHc5RcKGYh7g7cdQuo6dyHPZMUL2NQzRYYoa6lYSwwNLg7cqk2e1jWYsxIEy4IswaguCYZIs9ntSPKN5cucky6dggbug90XjqIcYmJyCNlB4tLSp9k6Hzuf6PEZTB2gCA9k7bB2DI6c13ANbXsTMxb0mN9+cXJQ82MBnMLkk3GEAYjXEh3krVP9GUmpmUK+i909Qjvqh7uilG7bExueIQY56EFMtnzmc1M7hZXE5NMcPgc4IwDqYO70JkhsBYEVjS9Aqli77+C3/uQu42/7ld9Poed6JzPOL1nPH4+u5g4n1U0z+fzUj40p/clxJbnkrLzKSDMpNgp+ZteAxvkMToZgcxAHg6W4WV2aX1vJz+C5TBVVoSXsZaM1BHD33XYrHChhE/PAK0KeNqwGfbiRFqbVudKp5Cf1SxSNe/yC4RMSI9RXDTnNM0MguPakExBpUphsKQL6X5RuL0/eG7aWQ3fgDvFdQvsblTYU7pXyRsXDeVAjfKnt2uFLiN7A++k2coJlRN4lgaxK7TF7agamd1uzoYP1a3X3fbejJjrGVSBEwzbOUow7W5ovFMkM/oXkCJ+9bbpXX1BLIBh3e4vQISqB5I7aakctW3AWApMtE/tHbyqZ2A55UAPVtlJdnu73WkRu1Xv3O1UYbRrMoW7naVoz2haZ0ECjLmRfPQgb0+S8uvRiOtp8RjvU+Il3wqD/jnUgaWrxJkCERfTuNfL+koniJ/FEFEtaeQXFouQWExxURQb6WUWHFeVh1+9AuspPEL0FKpSv7o12FNOk/wqHZuFEJPXYYQwTmfRt6pejlUmeyE3V0tY8v/BorwtEHjwmeRSWHi0+ggmcHJA9vB51qp9CC6ML5pAfwJ+Q92HeIz7y7qfhjDcZaCguOzg8ScSM+DaocU3yplV9dv6THcumkaEvgK+q27zOcovQbT8qCsMgL8+PhQS5J7SOUdxsspAeemvcy2euw6bgyuQunGWweb3EC5zqB/CX8jHkvewEPo+o79tWsWuQLofGSCkIRr4bhX5WOHyYqjxVoOpUpA73BK5/sFEl1AAR0Fi+0vBBfa2pL/7MOXzJ91A62hfSPdwkOxpLY+nzaO54ZKf/CqWS8fqDeRMGpag8ANqHOXLkcO4rOwOZuyWsLx5/GjhVcMa+oziGg8g2YKXwEzRWUZlU1b4cKAgM/w1WKabyabxE1S4L8uum3fGU4xmxz3Ug8HsxQ41zx4dMZLb6fICt/0C6hDUTm/17xFfzJDWJ1idcTIYOTLQZCsaU2oZSU8cqI5Hz0kQq7ZQ4gEfUaXXT7SUblVPRL4ZnNxN2tQ4pSybBrRNTWjjScD5QkzRXZneEHEI0Y7GruFB2aC7laAkZTDW3whrvMCx2SWYAGBTNEPipOk4ICLpdhx3FnQSvh4zesrfEntZuJ91pKnNEuzxGkBbnJl0zQlPUPQTUUJeuWxoYwOMU+p+8RkRUV1KcImXGiEkKqrrLBhsVDxtdBsFdwNS2XxIEbcjEbgdxwLiDKdrDyph0ge8YDLSgJXrkqghiDysw4EbC0D9lXF3ms+gIKkpek2PqmJD3m9SVrmgurEn+ZROBZ7gOzr7BizxoT9NcOWUtihWoXR9KNmHE6Fd5bMXdJ6m9s496nawg/UxczcIfPxFx4qeHew+JiWCa7mh3pyHv11s9SkMyNGLD6d/8bC42SDBEk04ezdgXCkvtTLtT6UWnEz3ztx0k6/zAauPHpgtL8d6ejGLA0DxQYuF2glabsbGLMZ5WTHtStiFGFp29Fk5382pqnfj12PH2XriSUeObdKRfF37e8u57NaNmPjTaUyEcLs+t5oDPFzMcyXMAJQSnhhdTAea88JtF3NTwk/0Qrg5ibK6V1/MDddVh7qN8sqJ6jUoDLldCTqeIiBAF7tDiCH98A7NRGB6RVzwQI4uFVKuuDZ5JbaAU+Kyq4AbeSaaiTszcKxf1VDgLXL7uIvlaR9AYwNkgKq+FcKFBwZecaAhHT684syNsMFx3cGvAZWfXJDKQK9hiaRB7yGeFebJ9XYaHTu4HYo+GhQtuB+XX1OlipVOhynS5lghsb/gqbhwweRBlCjyYsYiHgQIATdOAS1eTPNfz1Y+pK+NE1G9+XABCtw4JpMTkT2Dnf16+Sg+q4riuwwOe4oUDxEdjp4mpKDUethtltw03aDrMym/bx0rt0yyB8gUgdWm4SRL8eChX5ijGp4EQGB/wZXlwj30kKNsuTFKarELmU70k6JVHNOPchr0oMucJg8P1mt7Co6UepILcu8XfHtSLgw+RGWw1HPNMJn/vmTo6C9U/stDwj1EpmNGGXPz3tCJ1dxxO8CbriDzlred3NepRWr4FH3KrygDnSIB9rqjOCF3Lg61nYp5iAP5IZrlGPvXCb8yvaOYIiTquxJJXc1qQuNaAegKMEY0PIkK3sstLE5ymwcT6fAT1RM+RIVO/5qEcC/ThfEkST/dq24A9zQb0gl8qbEBdM4O8UobJT2tZAn/5R3bYATotj1wuXpT5MZsX634WLzTnHCALASq85rPTLZbHGXIkfDHLZ9KFq3AYQmfA17z8RN+QQIDbgERHarnrvCC0dNg0rxPEweZbXfjCJLbM6iuqRu8lPY62yfSRtS9bpcBB5CC3ZXiDehjU6fEc6Me19K9/t64ASRkYBnCodxcLsRIc7TIFZI8Du83pTEeiWDF7T3XvlKxd4Yiy7sGp2yf8hvlv68P+NdkUWosGj88kRh56slBDXv5WijnOFhldKoleHcOHL79hO3BfRyc2V/sclywJHcYIBQcKyhzFbCWvrOA5rYQ1chewVp3K9q5m1fSsK9VgewkXbqCzRGVLlW7USc9hXuh/p3mqBCD+2iu6miwXCFJHvkQFH78l8cbR7bQ1tNLPDmJ0a/ftZSDpwFdnkCHcFA5tp0ir2oDBs6eEp36a1jo7sK5s2fRknRTQIJ/MKPipwvTfNT6G7BVbmsREvgJmH+0296W/9RtUjsQQ9fnwn3gqYTYZpGZ45MlNqYGahr5/aAgD7sJyo5nRgww2vPMw4RHQBZYFQUXx7IqWtFq3rebZNQOqxYHGAnnvlSl2llegTYkC4x/lYLAnWe8wdMeJ37+uVucTvxQAKI4SimwF+I3429H+2xyPnhjlhlAYYEeueiGUGqSr9KW+QlgKP1BWGfNavWHegPCURrgq1XcSgHWlfpVF/93AUC6KwXRvhQH2Mda+/IABdJ8rQ0N/2k39vcI+6Pktt5orvTElj+recLFjTI+mYxw1Ffvuxz64ILqn4/jI7VIK+gXAqGgjv0TaFX9Iw/CfwDSy93oe2OAAXXyLZ7NGKv6GAlPrQ31Vgi6IJ5jKcolax1TakjcQCkUN6FZjK0kSO4ZIBqNj29ePc6VBMhTRnWYkjiTC5d/lWSAM7GzvKjjhs/NgvnWjAmvY8cJz0zkVnSx7ffz9ksYgGAvIXpAFzC+IijWH8/d8CdMsPDTD4Tf6cWVvxQCASkoiC+B28OPrGD+CwhFfZnKD4cFgPehanmtoHLYrQo2s4ZSfJ+Wgv7izj+9KOSXPXI+FzaDx+sfXp/GPOEg1O0PuyO8yQRcQneRXM4vlHeF0xt16CPu2wgxGOXd/C6KQ3zyWarvlONBETT95KqOD12sX7RxIFR66f9SMIucTnybZ5FKxEutehp9LXkkLQ88CNbUXwKMLEa88XUqbazYMOIrYK3kglKhf4HPnTw1/VRwiDfg3/pXWc4YO58/ViFrO8fwHZ+BgcgrOQDYLj7W4a6cfB74BdovsPI892nXy2oC+fWLDOGhlU8TV8G36jF3dO2X/w0FoqmQ5dcsRUPcowUhIvwI5YsBO2VOpTysUKWngQnoJ1k/fex+/OKMByH2Cd/GioyDy0vdYOxo3MNv1KWYXpL4z45KQYdePskwSg0ZUGLoBwlgEEBKGaGCEym69pHMSmkBsv4vpUBH6w7+oqYhv0bC0VV07H6iGmhUzEzedMerXYuTmQr9y/AlhBGuLiDm+P9k4fo9GtheVbnC0qZXHeN5yA7q93Ike1XmmodsuvIysIjUBT/Av0QuHZ8zPPuQeT6i2UY/kzTiuztlv2dPhw/KbfCOfQfrHgCftESgOACXR594eeQy82+yPwLHbPziBDuuNRXfPKqDyTTVz2a2MKKKfhQjSDwOI1hfo0gQtKoSfxai2xg+7rBJHemlMcljiI3mThuy6NXDpOT4sxIU5F0dj2BJEQzYIY815qCtoyPtP5XZ7V/ULLaXjnUbpoVwu8HO+vN8jvoMOiJ+E4c5oQL44/jleCA4m163ByBO4ZPXUKmChGHXab085dj3m26E+DrALQCRiXxyIpk3YsTPSw5/TzMLCrk1a/NV+zVG9yGPgFNMGf7HJW0fGnL/Y97V2OyP7zhkoqiC7C/qPIFuBviIcTP8KbCSfwgkoWWw9Qf69BUdsPtyVwnObIU+0zrWTPDlJ+B8WQJm+0MLjky1tel4bDMG8PtW7FQNeHyfAV4aYg6/7zMrwitpAvTERzw/xkC+kct3CZnG7/lSKScudmsIFKDsPsMwJ76ertlPVdM0dSuqk9qPHPlOoIhnk0RI4/6EctCkUm59AzhUNIsOz0IEtyFt8D5UhUwcnGHfykUrI6HN3yIShEH0/wYvV23KxxC/QQdY/1Zi9IsZidBe7OH3GXgogEgD6gdFjkiAVnql48K0jYyh8N2u+NqWJ4H/7HBHG/Ko6lvRWGWERP5dqpwtbKL+EgNavAQ/QU8Nu6ev1Oq1wCiGF5OxXVqLJtBxYSKg+eesnH2fWB5KetMPWiwmamY1FuHzg7BufbPa1yMXlRDCAfNV2DwQiNv9RF0/J0fWfgIoPJTT8w9yY/HNbWuPjHVACFeJJ3ZS/Tl+4INEe6OErD2SBoRFbQh8kk4gowkDfGieqWzKVpm/63Rfqo9y7BMgQuAnRQjOEvL0JFqMrJoFfV/YhF6J1E6JovtMYggWlO6wW53wqAqN/R5pBakqTpbmIh+ucYYLZeGv0Oals+bgdwUQpdI5yunQ+40YYP4UAnzfBnTomCvx0+CsaYOzPg3MVg3O3n+DFATjwObfOYBAhpFTKMIvZxKXWsm/HBwItqLnnkfdG0AAJ8Xaj0ry50d5ZL/aa8aHbvj9A3zw+AtqTX2oh7Lf08XjH9lYaavFpP2x4N2P8ykSZ/Ll8IjYlnxhP4Ar+le4pMEbkzTbv4konJ3ry9g2JdHrNMjg7AswKeGpy2JsL6FNPgMbqfNh5S4G8gcjkuZmXOVtZFMjLkKJk2uNBu+bq2UVEdcBThHSz8SEn1SPpfACgTmDk6e38hd3OnmPld+Nh1n2H/VMJSWz/mNzgCcVYecPqSBL3Zsz9GJEmCNZ1QZmld62N8D/hFfhUPPjBwalALKoPyBwpYnfv0N+q+qBdEpBKge75zh0xNPQPt2ORxQ8WjEfChl5yV0uc/eJ9v5Btd+NwR7oC6wzcGBlFkygZ8pvnm0YuF/2pe2mIGyWl1od5qomfD/wR8eTuF3SIYID7zohsq+510+qyfoAXSJyymi9p8pHu022ti34utyfgNcpvriqyue/I9YAvLYB2Ujpy01x8DiS7jqXg9SfNjl7yHWPzmU6CGnI17uidhoH7HUrmqz0GcAGMMmeZjsrOtjQf9CYN7ge/pPMhb61Q84FZBdXTvn5EOKW+FdDHH3GBOyfYuHiX1EM8tMZCjiJbL6+gUSSE1NrAHrAhfJ4o7GkwwoRcNi52J9j2s5SwlcFMK/TGImgpEq0B4iMAWIgCbfsuUW7gvEfIG02jTm+zo8PF0hRP08GDb+JlYpHwA3k0vuNRMz1HwBWfcav9k8pziYrMf0Q7NLAZkdfjoENYE/iB/Rd4hyChm17EP8JUsRbSVpacU5qoIEuf+T8R2hg1r8yAgrZ9ckufPvVC08aGtjHJqz8HGEa77f52LuaLhthwjqXjQmQJtj6VqwDF49qPb0is+GLr+8ECyFtcnWb4AWfxgOSlxC71WWAdv4LhUpPyBvTbw5vva+Qq1+R99Jl5pwaDTH7jZmUkFqdXsC36NMgaNOB1cCTVv0taUmCigy4AsKoqmGpd82wSyFQdrMM/LssxvCVO3p0NEHMH2C9wXfgP11MwpYfRVCp1YlsdYNlYECWb74b4HcGkzrNCUm/TBrpH9Aa6TyLXX7W5Pu6oMXeI7t8kM3I8MYuh37ylVIsJwltFtUrQXDpS6yxe2+hJBJWswctfgDq++E5KH0ky2Sn8hHq+2bh2pUv3sRwBD2kFYpO55+QX3U/QpE0ylXbn2qIMQpC6FVcdB4HzdqGTDl3LRaU5x5mRMLjpKhtUyrGuH8UwPkmUwg+TZgot4Ey9LZxrN9mzTZDCPIXjd+0I1UI+TWJuxglc2vmZDiy3XIIIuwdANKEhyxT/jqiEtTIskV+1sjSh8lLu8+Ro5+lHfZrZgDvNJHHz2NE6Sf4qrwNNEca/a2qNSzFcKEM3WhVQmEpPHAXoDYv3jhM8+QPwAr0IwyP8QUy3B+joPEn8EjhA4jselQRR9+CGOUtosKx96Qr/hi+XoJUuL+chrzUSQhfzkLkKZLxl0PHYMVQhtET4e8E+agxY+3fGM3Q5m5+mphGf4zV49PgoFNuknwb0aMcvLJvtC6lSk/qnG3+Lpczzer5qy2Nubyw/BUa2LC/hPZ+iwnRh4vUuft8mRfy0nVvsKDzabi0vgTLJP65rIfASUwphmUbsWXrN/nMcBemrO2ay72/lIYMtforZeDms3wMvpCuU6chQsEroYLlsHmpP8gCvhELYe5idEzJkId75kQdPcLoOBWqmu80n5WD+UI4KrmuYYSiBnR8l9iG0YQEnUfNwEdBdeo4ITo0u3V1HdYbf8Cv5Y0Y4++xQtGZ8QSU1xs0pNiP7sTwQoIH+06c9ziKsv8EiYlP1ETJeQrDeIjtVHbY8B6LGVyfDMjkDUgV+kFcM5xsj0zEGnUrwRujV58o1Plb0VWiorJv01VAxTPFR//isRbwTMFw64ULCP8mKiN8iOGwqwU6E9ubEcBMcMi+Ro1mGxuZvk9smcxzxUspn55VUMBuhdD2dKHtYyfLYcRA7BGs3tqP6h78VTitrwmntqFAY3iSH5wutmLmuY5ifXZG+LzJ2QINZPjQdMyLCL1+YkfYYfJqig3FOo6Pz16nFF2nBgYX5L5daWXuBvSw0qsupGIl2qCTdewsaFYkUsOOg/fEI8W5s7FQfWGa3CWgzUinZPS3Qgg8Kve622AOMQjgjiYa1vzm1L8I2ZgQIQj5dhXpeuwxMXw9jQkyPUVKuAsoUkWIduwnbB1s5bR+Xs0zRukpgFNfZTaV92g85UMEJ78TYRJPcv7kMnKkfxHcaCsFos9DHIsT1sldIMNAGRCDAxEbRQMbOQ6s62iTS+Eieo5OJ/71t+wFW6FHDVob5MDsWSMtO5qNlYf9Fl6IOkQLVwPfaqo31kLFr8pBskj7eOEcJCKyGdc6Ft+IgKMqCR+f6Y6A5jHNhzrCSbjM4SdYwseLGZmfRIc5qJ3slC4NF7RCEYWlwwF76HwprtqO3vvjJmIsLuFppgWwNldtcUzkHp63lvwna8WcBvIGrsT862vZUtwVrc3ZKgR6X2JDjiS0is+QOOGTlT2vDfvjADhdDf43ZfizRddT7hVkjII8SBs+kVQQ5/E7cglJAxPCX/pA1wlAidfMNPhUr3433PCJfyZCq+f18osVgYC7uvCtWnCaauL9qWS0UgYmv+mK6MksxTn9QoT/SQl/pR0nbsC4GXxICmbf5PnXYRx1vIrNNZ89HP/CwhlzGVwfyPD0TyUWqvSwfnTw1qezcRyLFNATCFf6GsZKNr4gPkryFg/i4Pjj/KWtvFD/BC/+K+24+UqxM4BMAzixDWQQkYE9AFHcjUC5u7ITIEtsCgHmOXFbvgICGvqdFvK6x7F/KrGwF1XO8MQqkU20xyioLie/TyZxjym881rKMYp6BZvYJhAy/IjSwQmIuwTMeOy4S6+REfOOCz4U6UwC4sVfD1C05M/geolmKCmga/YykZo/rSujxzFF+QEKlOL8kvgbFw7iRn+8F9FlHA3bixDVoXAC7fkmC0wYBfMdXPWkkkL9CB3NUrkpVJaJCnTg+p0O9pyzhH8MMkJPYPzk10qCD8GF85V9AhI/tPwSPJpw6P4+YfCCpKazlp8IMIKIgmZ1HUXSL9BnrL80rmlYr3Wi0Re5PteTTERmZdjrV72QU4yqfQtuwtnfYXsyQIIqGRt8C+yQqDYJb2Cqx2xvwjDMuRezZrcGWf4UDbzn1JH4AReEuXwGXFd+NOyn1ZU4U17wIzDK4CZjSb9tSNUAy9NfweT0HgywFvKC5OggNL6EE6dfZJPMb0nL78Zywst4LD8PqTLkj+tHA5n7dDIjVICOAC0G/anF4gQzBb6S65SQz4+xhbcfBATJqw/FL1QLc38q4X0jJCSYbfR+pVgrtRTM6k/LyP92deRHCUC7jyQ9PwUTNL7aT4ej/96+GtcXh/pS8c0+kM9IiwY6XLsfzkK/AdDL/8Oiw+3asvyLpK5+kIxaLePk6S/5jv4hBbYMBA+IlcL9nt1GMxNNP8GMf8YD6jP1IgS3X26qRJtW7s86/91+DZh/GmHh91LtvZVsRoloSTT6gT5IbmEzUB1GyjwaEPTG3Ab/xkpis47PIyBCGfST6s/IS1k0vtqQMUkOtIJQIKIm9FGr9lGXpadzt1yVDahdgRRheyOpQIG8y7rBeC0h37ZuD0h07si/qUcVLu5m3g48glcuq00KGakUDXbbnTunH4ULIjh0Hz6h8EpiCMNfonay8sPlrGmPGH5x7MhgKpf/NM7lU5GcHkuN9diHh93GO8065Md4dX188P9RBIQUVr7/kRns6wxD22ZqufVAkg/ZRfjAq/RDXuF9UEPmxKV8X40clrOND8UrdyX+EBhUwy270icenPG55hZCNQ08R5L1bvVCvkeP/G7AzFJ/9iL3OyIAVYfxtD/tff2HQUeC/d5HoTenOCL4L/JcBbFVzZjO/hsHrr7FDYBOlcnhp5W8SS0vfxt/6514CPuUL/NPm+iVkpPwgW6MPRUS/icAPfhWVGcjSa02NSmSJeXycSHCft9HhpGYQitPfKLZNCvskbVSo4TUdIhxsPIFKCZ6RGLCztVD/AkIrvoQKjcdi3T4CyCy8Vx/gH2rsIPXYWs1NaPTIyswjcKt/EFbGmZmbP4mDzi+2ArRj8DQ1HN01DzvBBZeDABcB5pt9rSro36EDoE+xEBuHRqMQviz9VkaBPkQlF/da/lH+8SmTNe62UdqZf6XLgtzegkhfYFQ9sYWcPpWhAZXLSuecAZmBUQcP2YY4NNcUfa6X7X3w8KJA8bzJF6O1mqQsInseNCxHMj6PpfT7gVb4+0+EZVUKPg01BVJLTF8zwPmTyBN2RUIPrZde48+zdhlZ8oMbE/WMFZ5qr0B/pvqlP1nJ61JgTwfDOAJpCi8CEtVCoRZ3ouJ+GbU37DgbU/6AUky4v7UbWW9oS+TA6jPCTL6Gxk3HwV1rdeRGPNiM5l+yY/RTqfy1ga156WUqc4qlPB9Xmuyzy//Q9+sgoTwO72QHwXWrSNpnrYpYey+itZuh1IW7mckYG5esHY1CRk624R0j0Dk55EyT/qbDIQgVSOKknqbyU1n8wJmt3Yp9rddBV9KRwsfLAOot3fwDvm5ulW+9Wmg8fhzaZ7x1CeT37VagauqKb/V6JMpau5vYmTwFGAHmwhZUpMeBiG1Ol/KboLvBqBv9ULFtFPzixV9gMOq4j28Tv+McpmUjuycNlnVzkJJe5HxOJJBDfBQ/dugBLcqXz/aY8jWIsjv+qHPEv/+gB5qKb4+a7N+G/KMAZdhPwKLWBMy359md58xP/gMvsS8aNpP2m3lQn7VX8jnzpgu8wf98HydfftCtMf351XrN0ruYT4y9Jf0EtWXOamfQQpXMdNbxn+WJ0Vjb11zIc0JhYDoBZa9DBGbcAYo8g5gHnKWNPG4teMZFyH4aK0wDz79WuKU5MkqlZ9FnSLLCodXrPvjbcq/vjaloWeWqPOYHI8imDuU3k//ELdzyYZwOAR+Pegq7Vl+M/AhqhrGaDw4h47bIVY/WTKRs8PaV9KHKE2K3coE8gyFBWCBs27mxdkWu9hucdrXAn1oWKa72wzKNigIP64olNkjwBJpGyNj4HRuNF1rsYMXsYt2auJvGJGeGISgLiapf6bE0upcfMJJnzuF4MqzJKveCROLO6qldQpDKz6Ejg1cQwuG10e/tSLemSRQkouOrl4QrFaxQTtkAdpM/2lBc/KK3J8+qyk7rkPl8WAbpr9G6Gips6vZrMZG68tr50Jp8oWs61LFfufQus7TIAXODsa+Q3eLA0Cr48j1GRl1XQ11x0Pd0vIbn+reRkvCQ10w7mtUbf7FBgfexqziu8AzGHgw5rMgnKKGnDmZOpXMVe0+k4FXRtrmXsbAYFOIHLYsuYkIjRGVzwIPEu5JZXYsj9e+ZCurZnnAdUtMrec08DYWZTaqS6RGH/0tZs2P/qj2CEUqA37IdjYK/WwSlP8OIaHgOsuD/Qi3R7ivIxmDvyn/8mDO3wVoaD4bYTkqt4+TKUhA9pmCr7UIsiYzgr33Y93bzjc6W9cUjgoRHYJxEh+xHHzEEAErOE9uYbBIWhWCu698rgNdCb5grlcagKNAoOI2sQHGoANHzgumIQ8HDO9hklj3aMp/F+CgoLnZT5qmcmjC+kp6CEUtpAMg0uKn32I5OqnrRI8yrkyB8Qf6uPAziL+AVefpV+9PIcL2YNl+uRu1S7Xrs52ychUmNrsYGtsf+ykxZav5325F9HXd8t2hDZ/qkEBTHgezO5wzFVers6eaXC8vB9xJdzSYpI8VGckd5HwJGYL5DDnXvgZc+J/c5tzSOv9oC5ZHqtOdTXn3EyEv8xkShvsW8u4/0pLlycGLnXNR+FYtFvoJEV03C2H4tdR28NYJvKfxxH6gXVz+6sJ3sxtD3hpzo0sZTziHKsYdBhEz9iM9EFOLL91HgpIcJ+bMy2geUARyXs/XoRjDPlupJS+OUtI7i6E/AYELJ9XN7FO1zf/NVktMje6P6fBAizH8WJBC1oZP/hME5Laz3ScakmfWgac35UVRrQjtA5PBZ9h1vvvzi2ogBkfqqrGJJ8RFIAkP2qJwdm2l6bAP76tzKgJjj1sSmLLJjeKnBWyLJsv4DxE0ESXcrcSuQUsB0PuxZ+pGXaW616XUwdXhzRiMIatGv4uLbXgQUwg+g/t7vATDDai6zA30mFCL/fSTUlotKczcdOOVqv+jXljPWXJenuhf3Ilw00YW4Zg0uffoWyRvRKKd8lwrwcfH9XirOAoFTx4KCXBeziDOXOQG26uALqDBmM8bDAUXEHBYtdgmZEbO15uXlfvDvYxsAIPy5GubFyoQZ1OON31LAjtrzrhf6TbJVaHoSXw/An9S+8vh+lDoiLPueMchQx4B7OixsOtuPoJ8R2LeH+LSd1hMLRJrzJ7OLeO0ecej9gH8+vajRqH7ADKp6ITu7FNmOodrqMMzSKgUggR0EsKMyEyJtkljA0YTmgS6uFebDlOgtN2ErRwe8BLkgPqBXjMJjMQ+EAQC0CYpY8IJ7ye9bf7dZ7xt9pvy7VjjXzunzQKt4YJD/I9Pxv+fdZPceADsDXYLOu96V13hhMWqiAV7zevbb9O519YdIACCqIA/6je5WZ6C6k9AsyosL4VYR3yXaT/9HbX4oLhxPlAPM775YuVd/Q/SUZiD5I/sxOA02jP4r8o1jDhV/yYthC1/onftF2GMb2alz58b7tEowsVbJ4FL7bubyb0A1u6hk9ECjj1ZvOv36zqCXPHmHxmCH/G3NHEW8/CvvIcz4wKdugdAZMY/R/3iuLFn9tU0zweox3I5fKmhRSfqeoU8dctfcn9GwrVAvF9cpYcAUOdEr4ivjCj1A5u75pGf+XC3o5J4preI/lfPCt+QzuMndvfWPbDdNH4Vh0uiPDZ96h+seeGWeoZ94bX+5czf9ZvbTrlD6dM944pDnPr9O/wdOz7BymzgEoo8+3kges1hzZo+gggHrubD3IQmPQbic0huCTAphv8nX0CoK8H+tYYv9t/3ygGaZU/xAjfuITdFpMrdf15hAsJfvttOT7udlDsYUjzW4QviNtX4/hVZ9xDW7vGq3Ctlz21CyJt8PNthUuFeqtcfUC2CCyKsFovgLow4BVoAThX3PpoCuAPlAdSAT8924vm4zx697nhpe3nJdEOgeW6KiONR/DDudey0GCvK5OH3ombSt3C3guqpYOhPDUm7z2mOVzG/QB+2zYhXWja3cPqSZWQP+GN30zyKFq7fkSn5SnyfxHQ7y0vM3KfY0uGQkcbdd+mXoJdN/aJIN0YUq/4+w0aO5X84pC7QlwqndnpBaceR5Lojb3Cm8j4XTcbehGh9WVNnF751wk2K+0q1Dh/D/fEjUbu6ic87PXdu+QViZWT3VYR8Znv28NFZuEs+KyEwrlGXzYWKFESAXMcg/qf7r3PWBg9jfl9FCZqroedvG36kvHAa5GsIV9htrVv4HiYTL8COubNh2XjhGb3IrZ3WAomlFN2J6BtfC1j74GDHS3EK2fQ0rGO902XxdJBXYVj3UA6g790ZpU8HJju+K1z7DNlun7zaSLk4+Org13zuzAVA8zkYTyfLu/nhZmivO4kpZ+PolF2y80WPD0MwoT5adHc52va9WHqRtSb77+h84Lb/38/3g03N2X6ZFZ4Pw/Yu3QHiWnLRaxhAf8WWRufufXc3jAljw816vbGsk4n+0zKPZy0MJpfwZXD+xEmI7oEAL71u9aEYJxfvUPhOk6wKxCfvJUG88vjUKPcF6ysUnL7r7cHrW9xhYC0o+XGruDGK6RxUxEY+cSs7XI7Cx1LM4gT62n5YblfUe0f27o/eeJp+MpAQn22GoXER+54o3/BCt6uqeT9bdPEt8Fmp7TnbMZzv/t8D/GxwNxeZr+l9faeQBpuQaEGJOWjjOEfo/ruQmRhZwj6mBxI7ypFplhVa4UF9rrCImuZ3Wk72te5hwr8QrNM+GnVCtXGFDxhF7mQIL+iPVFexLiq6DEh/hKKXpxsThT+ftDJv3ikzrx3Qgduwxx5d8ZjoEl5XyPJ7nMy5q7ATObF3L8rK9Ltg4c1rwmHvLDrMl8bl5PfzGKD4/5FloRdxnvJttaKHoRurphtPUBZpCnfIkH2dgdm7iS/5bfUTwDPYQA+SZUSv+kthP9rc/a2ZEAt4zy/+cUdWkGZ+VRcg/JcjqLtQZbA4M3jl+A5sjeft1ssf+CJOd4H1xeWu7zWXtHvBO0wF3O7FEkMFd7FTzc+dvf9/z5RBwpb7gRSMufDsx+scPiio7G+8BW2xvqeyCuTd0psJyFwrbXyoS8YHvGKZrEwVUnEtSvnkW8VvO2enrJMDaZ1e8Uv+hi+HRQv/6bt+je7ShWcpz6QagXm8gP4zFprVo5VWn/gyN6HAC8Wjel0Mztb3dC4wlUl2aXKFtc35W5vhvX2wd1Qx3ekyzs8Hgp+sLADnZFdkDNVvqPPP5TEIhHmxVd/BSBYa2BZ0E+KeT5JFzSiyBvooOt3vz/DMQ4FuDnLCxujfX1Ca/v3JIeSxeGVCXx7+xmG0jT6nOxQVQpb/n2PURi5pd63Wem6CW7kmvdvySH5H8r/wwnwGj5woHgFPrNdteSkVWmycf6dHhat9wUP8LfA7czvawRf7I+PUl/oPXkPF/+125EIGW2q7ONeqoXKYiQ6G5p6UOmxFwpneZP5JTXaHwSeY5IJ5xl66vBrg9O08NhPT4o3H13k2vt7Du17RB4xynwLNxXuIUK5ddpK3A8yLGFFt906B7BJpOcxHE52Mez0sgW7Lj9vWC+VNMcKwteSfU9R5PIDbWe0ffLbtFJ89L/6H+IjoYf85b+BAtI6GEbiN5pSz02zuKhW5UUPISdDQQUM6K0qklxGj0aHPppPmsfKf3a4Y38SVaaofyghyusvP2OzIL1BN9rWLCNqn1sw0SD9/FPA17vyXS/NOi/2R7GWM3y6Ije/A7jVY+zts2WOG7WXQeKEc1Srnvv7Kvu2L8knZ88Hav4WQ0HckZrD/TFG/Y7vd4Yx5OyK2q2c0kiVMpRxD71Oq4Nf84q22iyzaXDT+leFctydVFz+Ze8x5Zuwuo+BP55pkrc/vFujPE06sx8ztben4a5SPvLx+fqyw1LM8qxkFOfFFJu4gzwj5Ay/xtGLvGuuNqKCnYPHzEAyj4PAGkIjcC2eFdF+YH9zm5ynqv7Fw0wsLC9/dCb7vGOciUddN7mvG9loT5j9X1z0WHciiOjEPdFdiZs10avgKrzFkTv8hRJgP47BSfH19S8ldPGe5aNmv3S1Kx6pAjHpuVB74gc/+5Wku/HrsIP+rFVrT1c6k/V7j6lHCueTtFFL/E8MI1z6Q7z0Ky+Fw0QHy2tCHGC1oaqOcXgU+Y4/3HgXT+cp7BkbcIprwYCmvLvPzgWIubvk83shkIvBixdvBz+ExBmyiOL8pbmsp6tCOAxobjgUrbc9MeHlDd3OR3izX17SL97/LSzT0CM0U/qObsS8cIaUMnjo9JMB5LU0gdq8S3uhV2cLs/CHiA69rUP8sZR+emh4sHC4oXX9Lr/ehtp3i5uHYDa5spfPvHcxjQCkke0q5vVcwxxR/2q4WshmutpicNKe9M02/XsHf9JhQ8N7uXt9brQXnj6T97JEHifkq79JRFs3wuyjk1Mqg6Ohj/1X791aQeST/Ds+u1LXe2kPUlDkQCaF45Inllztr/6DD/7eSum4PfPrPfRabRLr98GXHys9oIbDqL9ziqi9itSa2d+8Y2te3u9puZDrYuX73cD2oJANy1R+0jnTjXWFjjujlOwofar4AQq0/DhcBEMBZ27r8eQLdAbQCJBARjelGPP4B 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 Q1NHUEhTCAAAAAIAKLUv/WCsRUVjAXozroczEBBsSwf9/3k8JMkzQKL/CHdK1Pq/7oaeu/kbGErf/qAiPpDyRXcSBOFL/93M7oEAi0AShwheCG0IOG+FDMDm5VJ+L155MoxHdYAPRRwIyMvHJq7UNFaknCkPaCfBxKxp6lx3ybbUNac5sqJM9U1hj1QrPuodntbtZydV41DJzNmhtYVnitQCxHSuZNLItQM6wgGVfHZx9cOPDqCMDLyvj5DLt5vP/QvkYXTwu3AWmJJ0Pe+CJlJOUmux6SLOIIVaHOmFw7Nb58BF3W19qWVyeqRCDWuc2RmbS7BLgzYpEBZYkblWNC0F05ExYx/3F7ctwMtoCRY0m2mQkPzX92NzuREdML9uWii9W1Fdu8p2MjtR9Z4lR7mKXhzCZM3mYsTQobyaoGQJfQeh/q1aBPJfuR7PxbmUI9mcSqPPO3biUhOKXOrsx8fZWvYNr/6PAyQDN32VIhj8T/lVUwfdp6gAHHj04gPpsFJY6p3FsaC50Hgo9/buacl9/YBCJFVP0ITcUXHLj83GTDVlET9NI6OjCrlHBYYPBltGB0LIdcQOJcM8I+hy+9kEhzykockfhZJ8xqnSRpaH35Ma6qySPOieHjxVFkvOqZpJq3gP6AAlUGubxIKPR8a0C2Losn4HEULZVwh92gFHTIkbX0SjxDFXaNrYev4bw8GShwGnPeF3SdPCZ40qWHpQ8lgwSEodJy56NgKjSBCvQ/Ws8fXpiVBdkmF1XrkLN1lk2Dl12jR5BF02z/zjoDFapgp0kxdywbNSXvFBjDt5izyq/RcEKAodkzBqVs8zajIVeW24oGMD+koM3TO6UfEXTjrQn4RyL1mT+g06GXqxBtFf/oX6uYsozaED22ceSOBPairQSuYyz6mkpKt3E+geG1qVb4vu0cTp00EIzC8dL6DsswyDiz4lMwvagEB1YUhiWI3TvdXRMDXyO5nfc63s599wosGDtDo5oz4RvbkMitNyoRURMDs9PqWzBiz4R8BSD040/Tyvti/MW+Gd58PfgKr2jG89PNMK7quNHhqO+HoNYiPekGeAq5jN+rHgmSdsYXbUZPyHm0iOt/biEUyuveRRAbcskfpN4+GXZN3hrXk/nuxX+uYuUpzIOMtPTUH8GHBmv4VR5FE84/cFyXLQq8YHNJzyb+NPD7za+xYdxl8uTHO/09cv6449H1fu2VvbR+BiZcWs3I+A80Qaj9/wcxVGTZIYQ3T4XeOuIpMHLmimq6Eh2BMlmElywOCVSToncYM4JwEbSgOCLnq6w/JDqsduwL282fPZI0QbVlr8VwZQ0cEOdyIHBVMDzBvYIVeSWPFaM17GmYePI2LTV+Xu84Sq1B1+fYpKFz8PbL+IAJ3TlWh9A7Zpd3m1RTgUvDwY9ALU0B4FrIybTpfcifPP9+VwgTbY3CKGWHlITR8OIit8YF3U97iuFiIFqHoh/sQqXpFJLnVsGrDsbBOUoaUcYsZkhMZbwp7AQlTRMq/g82XtcNvk8S00e+vQ/vsUO/zdnFGbADONJRIORIc9OouiUBdKVJdDYERzKWLIloPIn9jlcLB+31TaqorXUMcwnOEjdeV0RMp84hZPISsqX6eGRZdWwpPKhlUbSH65LXHFjiMUCUQS3yHIs2bVvZgBfloFXnaNmdTb+p6RFWsfNxprlv9j6vEynkbIUVCob6m5oQgjDEEafS+zOfWgi+0bgpaD7sTvwQh3Le+TyybpCy3FPwal9QldONFvnGu70e2okpWFx4gQe0q1PRdQTgzbQEUOAKqy3k47kTQrTo4XaqBLC2lw6iY29z8MFCN0+UBBazCCGYgQgYOsubOncdpKT5pXn5KFmeXS1ZOPQlQnoaFHo4+wtuklSmdzxE6KXQ4V9sdgt0wRVoojaDn8MMHEG2lKGOEV97Pg7n/kUh+MNYgu7e38pYbG+4ab8mhWU8nWvIDaEq0kro3WG29J1bX4K1jJJZlhkYcUxVtGpF2CG06ai2wgBadCNhhLsw4ofaEhSKcra9uEFYi+A2OMF1pg5kliUL4DYtfrXHWKZV9vVARkFxluqxjsrFQ4Vba2iuOnmeVSJe/Y5pmAsd+E08jgON0/GrZjmnGlXbh9R+MOLcLINguDfXR5wOHMlNHGrmya6xa5AnPX84ClJRYwJQQOVBE48SwwbARmguki0pEsk2+Ypk+Wap4xNByydYvFAFrYki2qicEyBJv6ANV1tDVg5EhsBaHnkVmKIGh54zhadvEBFhEbNUiZm5VejmThmcCJ1CPAhgOm45FYMx+JkXi6R5vBpq8hEyxyTJako0R7kx0T4hlGDkY9GncR29zs2oEW5QFtjEkWr1fMZ2CJ5hGxauYBRu6sJw5U/FZLxTNFWIUSqnA9cRyUnFkuuW5JW51cEseZPiFRt3hkrMttEk2DHNqY68JYcUUiHfHEocVHiTdb07A7pRwvPhKjtV3JtZmgqtT1JsQIXaRiVwrxAZtRL0kutpwkzg5smgpBc0viYolUHgug9VP8RDRquGwAiZGpks/dWSUxOP+78aWNaY9TQpiusSQsDsaURPPukEwK4FwqsmSc6aAW7lR46TTJVsUkD9cZLp+jlFqDhTpOJtUWHiwjMfmQHE1mEO7pGk0yTjyNSdIbu4nmZnlm6mkTWlMzYsuTuS4y2zAyI6ZHYOhMaTd9ZBHPDRhmYTVm7FoM9rNZ7PLK2G55jJQxTdKKGMmILaec6ZlZnulYiRFPVwMzZmRFChg0MkylWBpHrEBajZnFjgutRIydsuBLPaLouDd2Uh4QHHvAZsI4Ffe0F8MORuASbz6cbPg7UaKUTMgRMQyHMRyfT/KyUCZubo6NOlH9EHsAQZTQJdnETTQ6RkWyNLDxptiKO9U4zriz0jjOrrIAIilYPsyNbS67grm0ECsJiWPhmqlURMx0RexYyRWjl0kkzyQlfDUCSJFwTcMslNGsfDSCAK93gEl/9MnppaS5icUXasXi8aNYfIA2LYJYXPMnFgvAFIvFTwE7fF79PLdoIThTfGyytDBeEzdFL7AAGlzFh8CkXhn4V3S0qmqlK3iz5C1q5uidrs3l9ut9OGG+zQSCDUwqGTcXZPPoDTHnw8qmeXx++fAHOcUXcoUfugXW3FZVqcR+Dois6joOKirusZxiAtygNHof+ioYwr3yPlxmP+kVyWvw4uUPZiB9UoccNWXxKhSWeHfBQf3OZWzgCfMC4XPjbdsJzf+qSTuxWldm4gVyk+oTq1QBFMfUpdnpBdGcNc1SX2Y7v4yoXocaUD6CGhBJytl/MkXDTFD0RhdcGWyhBQ+9THm5HaG2GlEVizuqaD5WH1Z2ZFOVlEuXao+QrmsbA8L4ckDw4RO1XL7jjgLASKq8LS+OM+2Co5oTYM+qNU7BAimDac13eKwS43HJjYoQy6SjhCfltp0iiEaWmzSZy/OfgpYLrxudX1W6Rv/TQCc+P0oGGM0K6uMHSMnps+zqyRuEanTtmO/ZDPEJLjqpjIlWUidK641Xc3yKm/Jozl56j7xv+MVwIVCtGBbfWN0+3GXqw8Uk8DD7SZO+UdG54kSlN2gO06w2TvwMJVUYQqArlObvr1I8mWhoFQQiVmJLtpTRXlFFvbJKsc2BDpTewA2LShENfgpNTZEGxscJ2TBnJoUFbNCnoDz6QdLjfeF2SYahIv5GzSafYwIHo6rPG2CAuupARP1mGlT/E4hAU0edHNgVTeRu5wV3kH0Mni/mHgYaSxzgz4zr6BxPMcq+j59wa5h6K2jMUSvRGgHdg9NFlU8BDdOiN+nsokMnIBAPWgcI+Ms0Si+esfR0aXBYjXCdD8PK1bgEiY5SiOpoSOQ7gXBxbSOjjTTrZ4WcwuH/n7Kzy+tCUWEOjPFOZjQ8XPCsFJoDV8yfavj9ySLDz6nT9s/n84IxNDz/7lXvQeso38kb6CWdhUDFCz0tF9q5llTKD/0nIP1XbBb8Czo2OM9oEKIMg+sFjJHRmJ0/RF+ZrOooUFCu+dGiCR49Pn2yhhF0DqQR/2o4VGww7fKMbp+fp4HqC1UwPuChDNCH0fqpKIQf443Fk/tc37zF9pvEm68f5CWRlP6ISYw/zNT5sSg1T+jiTgOY77cox9D7FJU7cbYaEh8seRs7yb8lmuRTEjDx/88E6RXLUC84poFxs8WAberH8Fl78CXxDUNvy0t2n48rCZ9R0s/B1iAy6P3ThFgBZZ2PAnbmx8H4i3CqXkm26yG4Pn2alRc1WWa4klYKDV60AylQhBoS5gxAk1RyuHIYWOeUXjwbioGMU4IZ2E+YLY6EdpcKL0GbG2A2sjo1Lg0kKsTNOGno2ixgrjVElmX89RB6TCZKfwwXhXcwku5hGJfNG8OL+DZk39quqAErtRc1XFFWAW0JSJzYwWVwAwk+iPhx5ny7d3thMsLlCI/7BDmCUV9fcHY0hEX1acJi7gMMugPsLhFdZaP6w8GfzRpgxY7ULVbkodpbmgT9+oegQJnLyo7SIvoRSPT2jl/Y8xcYDxsP0FXHjdXmYBT6Oq6e3iSG92ACgv0BiMja3WWCz5vIlqxCXYnJFXRs+Y4lk6LcLE4Y4MewHwf/dAuwZZmA+qSXX3IXES83GtJVRuC8isOP59Fw0kXY6nbqlExnzHLgaRD9HFXEhJLpAuLQJChxpD5OkoeCfVahfq3IFaDUOcAOxS4iNucs+4PUQ9ix0rVTarjWT1MNMJYrWXUZcfu4X2vEyl06dhT5668nrUmN9PsQWy2s8v5kpAyTLuZbCsLySEa945SZyxNE77n0wNaWDNdM+MkW8FAwk31Wp4VY5SVlaEitAfkEme3gBzGHYgM2b0wg4hvpvgXSpMarkL34ZSXBSQCUXFg21AImlUeqVW4wdN9S8QqT9MX5ze09WzNNg8DmqVD8HxF82ipjvK3V7WYa8Ah6AYzMicHt8/aN/IXITScHI/sLxRglFY4924iihmOErSWC59IGwjsgV0C3aIIUgkP57JK92qSupJzoyvDfyqI6qAxO1vKtjy4R+cMYfV4ptvSkM2XFNdQl2GZPouqcCDMcBAS47cYroc4hk3kbL5PdirNU4wzY8zPcmh1LHq5vyDq8bUpuDykkeytUSXbvgL76pg0H7NmBGocMhcdFwuxR2ih1DaDY+3oB94k3DzVODwGHA2baQxOM6hzdMP+SutszZYSwvg1vtmATKfXOAQh+dhZsqI4H6xrTR9nUBVJ7N42tFkPOwFEA9LxjNKk14N+FQ2Xi9c/9M+KBFCREgcMVzLn3dCKo0Zhia3mQNQtJ2ynmY3/5ybxvj+8lne8PP85sqKbZz71TcQXziFNSICEgTNYNGX/Y0D6gUlc0Tv5yRTP99KgsIf6WdtBNkKY61AIiX1AXLwySOQsg+dshZQ6K2GWEfxIBQj7boT650Pa2tjRwzz78Dye5ttMmb2sVxSRj5A9lcK2mGHrHJx1FGO1sfRHJiqWPTwvkUwNX9Kxdai9uAnhFGMOtihbe0sUFnkcXQ8BGchdrHQKkFzMTKd6zO7dFoWZXyapywFHJph02So082i+cmP7J0W2uuyTb9WjLKBBcGi4jY66uQhCaJXNNhZIbjBjcXIWENGx8uhBilvsAB/A9YvUZ+wBRMvgc+0gnTqSmJP2ko5mJCY1tVvq3ZeLNJVfLobyyiI6EnALs6fbh+1u0GuQ/8R8WhhJVyfEzik5oeRs8V6ayULxkjK+UGg4pKj7XIjTxOg4jXcqPeFbm57P2yXCoHlh8i+lKHbM44wQa7O3gNio1TpcJd1JFskHLemubwU/TGlZqHGBNV7AieP+hNtU6V0Qu7rIhcwLa1TlfWreVXid/IEJT5wzp3FF8p6puX5vqGwcyG7dMgPwg1acevwjMwxIdAHAqYDEapjG8iFLQXHhk8+LCaCwSsx3xElx9iTXVcOR5tLsJkx7dBmuUTQAFfDI2i4BnAjIrLcV7j5w+FmZTEjPcw1hA90gDBqN48SvJNYojqp5yiu6MGXWCMUbBKk2mJvc8wp2C//PUkcK0EvsZDUuycugdCQCJdFMZF29pAoGDkUc0mlN/NIIPb2Q0/BVRS+Ohb3xsm7duGpPzlm6Z57LF2KAtZdAsP0uB8Wm2/TFFkWxdNKu5cX0HlikNrGeG0CHa6sIhX0uIZuHwxA9XDkSFFbb5DBmHL0mruOgF6Ct3Bwez8OiMgHTf59Om2iTVRRNSH8XgJPPJhzvaUPC0o3gHNgNt3MG0ahGHeHiNQdUxvQLvTpP8TI/prtYE+YogCXo1lFnnYFlN9BBfFkdkWuJAtqACj244q12Guw0EPPKNUbOm4odQSL+H/nPQvCZXrKL5T6B/DmmY40O9PzckeeOkWOooe6jya7sb61A42FrRL+aqMHsZ9kJSjQoOegqbcbJsUrfo9VNLn1dcEjwmSpoL5zbvkgpFlDJeNyviaZDyAmoGOfzlfaEfrjvCZK/BQNHUG3Djb5Rj7fZQpqm5AMARlHQ0Kh9pN/HR9o1b3hyDQElAWdP65drxLeAJyqQo/L75IDLltOUxIaZAaY5tpwIvnoRMsUTygNkEyQmzRj1jaeLADUgplHqhPgDIzhyAWcOBVw9eSSo8LAsoKzPVq8h4nsLK2wbL3qbUovFLamtQUU96bFq6dhmYf0/kCLYXQu6pKkOQiAzwF5hGkKjbJBJGfDIV6lE2JQnaKKaA1KeoqM64qhgckDKrypVXysQVROhma70aZXvhgxcG6aETYneUMAOKd9Tk6uY2OiR5V/AdK6RXz2PwHrFD/MJP6T991j46mgTMhOGEn8D/yqGk5dtaJ+QW7CzvF3PJjkMK5P6YbNL2mt2GuNgGyZhYt2s+fMa2Zb9a7cYR1Xrai16xHl5XM3ETBmbGq90A2AnEw7rOwmQMokggI4qlwxM/tIq6CjkkD0/RGheeqfZg1pV4BkLRKA19oUjVdyAAl1FjdCcjsynJfp4sNdMDh4huGwhePNawldMNk/kf7etrw+vMQ2I4bZeZPyIQFa+5uH7ycY9Jd/MtBTN5JKeeiEV5TyVJxym5lyuMKP16aCcRQSgAYyEKa6GLPBhCC1fwIdSzpLXEmfpwtokd6T2QTuhDYhBL8OHlJWckpdaItBCzbDW8oWHfx/UAV+B3nGB5WyI/uGxU3rYChR9NWfJiOL6pbFAbKuJ7tvbRTAskH7O0yBkR7i0Vl3II0VT6yR5CCWTwF4DU1dSTbdqwkpg9BUkLJkrx/gkJE8PFq++h29CYVEN/IZKZlIlAG0EVQEmVRQexspa5GUgXOgnlFC6iN7iY/LwFO09pYAWqQgdruQrqJO5ajtQZ1GzyrZAz0Lxfet9LBhkyjTl1zWuda7DrooFI0VHXMG4HoYSAblVyo5YxYudwUHzpWxZUtY7OFEOoqppmyMr7fD/QnZtz75sA6LLEz+f+AfLswn0y7cbWMxDcv6KA0E8W/eobFrK+ZXDQsVmkNU4SYd8w1ui6i4h651LSz26h6DyZEN62JATtYtjXa2cM5nGTL2gU3uSHIWNAKQl/7h2QI2NFZz9UUAhnZ9AGW59FgJynzKxxCi+gN5hQkJnZgi5UwkUH8QWalHmkjXRmNSbd0F98YGbszf2ObxTDRSjfY8L8T7ls5J3x8wbwIOWh8r/sseqAWtViyNDH6dlS4/C4teZYrXVq+AIxGxeQuaipdX5saaJSxHrnx3sbhS16rQWI2ubswU2cutY4s24udTWDyjgpflwQSRxUL/VKZgmnpEBDEYZwq2LWWwoe8jwmAJV6IBcCfC4RrG5BHEx0HJMQ2j/UnByhnIok3rBt0ntWLJ182gU1asoQvG2FZ5JJ8qwYLLzAEb+tLQPctrcnGU4MAedOQn4xMVn8SCgxUlOY/umaZGXieEkZTCm10ofUciChB2ERhSAUYFUTCBkagDp5uL+OSok6t0bFYvHRsNR57UcmhOGt8w0/KKjOzPORSa/tekTjGMKSU9gc0VgfHukhnJBVfQ9u34eBZuBOO/8W05YvAktEpqP+EIoeAz+nZy1reC0ZKDZs3BWP5wdU1t4KFYhemZj3kmGJTKTc75p4wtTb9Ll/PXgiUd8Xwe9lXYsffnSCemD5R8b2+awH5a9gghAgZpYzZMiO8uu4eosXymFb+Y1w/lBrrseEHOg8L3N1DqcSd0qFo2ecXahxgMf+SCFrmxdersCPB22a2UvkBI5A0MF1X3WANEAHEor6cVxOLT7twLsAgpTwbzVfLkpwHgrRbO7lfR8iumoPkhaOILQPPOLRQzCT5DXRpbFA2KBxYhSAUKt7vkEIRiaSEfq5donkDTx7s7M3kcDILUwA74qGizEUnjlP0NQ6GzjJBAdrnQFcAh0l1Dg8FlpXo2ocnKtWK3e1OHIFzk/if2HxpyMK+rzjQSm12F9CRemnMBTW4zlRziXyk1v1voiPz/1VFIRTJYFDxW7p/ODSRKglFl2Kqg/VHCquZXA8pShp1DZXUejvoGUtSO27EUfXulD7J+AQAUP8faZf5ablkfM3UPwMfRr4QvIGOooJ1b2s3F4tyo9vowvewK+idKwSRM9gyXROfbHlbakV3GSEeMpcI1sYa+IwY0WuctNdTR0K7fTRREepzOI4mPs5JHoZU00fzm2rDLeUhq3D2Vga7PyhkoyPS+G0YQXcSHFCy2c4L72fknDTnBCuTet+fdJtUgGnJPPQFHBxzqmHZm+jr+hY3BSeIfOAjxY0KCEcvkgqgQlSQEPzDC1sYQoiFCl0kSNWSr8Y2kmMyt+oDB0uZCnxQViv5wKRILuw6vJCd0F+pAtrb0GdzRFA10wLCeDntoJiiRKzzo17ehe8ApV8QSwFrCA3LooOyQDKbugHU6NIgSN6qD1vEek+ZJkXLzOo28BtNT6xQaO7im1sH0uvX4Fo1JHQ2uwrObysDgoJeaiHCp7BQU8OQCliD+Ui4RnIHEAFZzxDFAl3a2Lfg0Fgjg/P+wbokWGkYGkoZzerewfEXyNcYIAuPeSz85M54rOEItivhGSb/XF9s0/V7o3y9Iuleon/B0dhyPwk7GrsenDpGJxio95XonZ1ijP0yB1nkY5CmrO6IorQ12zZMkTAw0/aFJ0l0NRf2di7Z4ESvLmHwe7NEuQXU/2GkqT+X92Us/VR+hSm4deNfSgE/TwJvQBskKtTUaw8jo/U7RBM0jFsUELBYiLDbP3SSvZG992fixwHJsUeIk73DPXC6gmMQZmU4ds3fvRGuQCwzYbKQj19yDQ2f3R6DdmPQyJXubCw+hzlqU1XBMdWdVrxoDIIpGg68aZdbfE37m52I6Kc7128d0FHWGVbliKrRGfHYJPiZbOkz5n5dSU4JL4XhOjFo1mcy6rsf0ZS6TOmMo9LUXvfBk8kemRgK+y2jRWDhsCrtWn5P2XgNmAZ72f6fQ1dSvnCCW5aFDj8ibabtR5y77CIfG2LtHCLRT/OXVpIUN4fjl16R4TYFjeM9M7uIjhDuSk90AgyGFxVTSD20Dczts3aWKAYZdArVd86F01wOCPgz/f5pJ3NqFKn8J4Sass0gI23dLuccWhl8cv+yj3GeAgjojbGG80YGkcxSGY+9fBzlNRPsyrEIVe8Hq3ZQJuqsMI1FAecRLNEP/FDFdFWwYd8JSFKw+MzQ7DWGHK44+SMpxW11LL4PXgch2Yf82S8pGxN5JFvi5q1LGiKLYwjzE7qZYQHzUpfrekAZOsp0AEMZ7XzugNzc8UqmZAxakiGZpr9EAoIuwfDQHuOuQo04C0PjWXGitMgviARl6s4SbqqTUG6dGygCqFeKf5U4wTTrwY/pZgIDBQoJGnHP8hgfgeXSx6AGo60iB6HjvQY2JAvovybQsPr9VWciSY+mIUaPmMGTfPiBroNUw0EAMe+SQSqn9UaU61An9JJiKlM4IORQ4jxOB3ascoDctJRtYDPhzA+OEjPrPRsDyAWNiWZjypX3t4jEnkCwtQmJ7XOiV2hitJZBiE2UspEB5lG3aUzQ5V9o0DwaJdeN9TrqfHAvauKKSukl18YuoJ2YyhmOXYPMfYcS9jr10oEv2bhM5bI0fNbD4rnYMEw/ZxXwp5wgJofyOT835IvfggUaMRVMNn6KtQgUB84BHSTseY2eOk7wOVl1BSRpV7+ncx4ra2SvAhc+VjD+0ecEXG0mQJik+S9F1x2wsi1DjGT9k91svaVdLm9301aJmY3IanftTFXLd/ag4ssj7WliNCt5uO0XOLVhn0YWCIi0PCs59ZcW6I1gp+p5kDUNegheXCKYrV+4ofaM/DpUSQYb8o1w3ccAgBsbFdJDoHxYTIC/ZAJ3QN2/qj70QpK5nWza0zoRhLBPtSLwMHWgn4x18OEIrpnHP3FC1ICMNMBjVKZL3psNRPa0bxLpBwlJKABgOV6TEy6+lJTt6gVFaz1lOGdKk1ZySzfLnMo9TLNAWggcPi75IEKq+xMqaLDMSh0N/Gx9lxORLyS9MwBNDq+iq8CE3IDcsqmGu35xi0mPqyrg9ZvF4XfEgk+1A0A8t35qCexNC19Stvs0vkOMI63rGkweY0skT5UPgQ9Ucq0NTMJ4QwdZj/MyghXh/1YuwVewODkVNbfx/ignXLC8DEfPqE0yWinAin8BBlnDKNiHpIHWav8kkuVSNNKH8yS4jhByW0Tef3IztCBc3/xdsUuxe0GWQKLMjIvoq7jjr2ex5S4uRJuCQ9EBIBcw9DVKxtpXimkunlGhi1zZYtbfthUdUJ2xa90grMj1QDuyj7gCgdMVeiOEkrBgX8WBOs5ki002VLiAWbjlq4hAdTZVuxmjngF2Vt2pNEC6bJ3DGngPRu4/DAJgK0qZYgjXsIgx2XxNlKvraSJs8EAhXiQuIV91+6EpTaWlkm+TPOd2g7fg9EHGijoGYQPQ8/YPMPSk3t+8PIpF0cuBpI0N1y6M6e4eJ3RnPMhiqhaQcCKCSzVaBS5TOcDslhFK1V7EV+Qpy0FbRlgE7yEKAk4Z8vNHCAlQfVLl9hpCJK5Ka47UwIG94JE+uJxxMv4Fp0nOMf/0oS2krHXbuR64X5rnj7jhaKFg7fdpYKKr0KV7aVoz64EFDdgYBjEmhsYWdDpHKutAZHNlDPUbNkJbGl6CDsoJSduPNr+Ne0oiDDIMFE+jgR7s9nMn56Ag56QHlW0ZYe+FaHG/65gt2DcqxMSoeKCNi3AGFMp1YT3nQqvjaRss22wSDGXp+l9N6h8S66oQrvKlM6HSVZFcyrkoghwkIdRuB2RuZp4ufGM7ChE52xKrkCYaUrVs+LNoRLkIL1dPsdqbDYfjUKqcpPW3PJPkDx4w8ovsQzL/I9bovnsDJ2oFH70xJ4jyMuWPSv65JcURbq/TjhTu/eSZn070rmLEIhbxlWSl0ANLOIT8rSjsy9WIl7Wt7SFhHC2HTkvRVWfIgqLJN3cvEs2/XAH71eeHDcjnthA6FRsJpaqrmme4XQhIp08Ys3bVJ2czq3Sdx8WZ4uD8jkbRHzrAjnb6o4DA5AKjIRD1d3WWmmEOTJNgEE3/TKa8KT2KPHuEOcVxwE4b6DI7azjzXbx7uiPx4VpEx1c9lqJHchtET0mXQqQxj0GxsQ9IcikQoE98FONUUG6dnQTFTQ5ADUkXffM5Xu+RhGq4TcyGhEo81oYhzyok+Q4zBqDwG0iNCIjI0mS1oMFC3goUnUxQpI7E/FFNwZ6kuzMAY7QZeIc3IHjtoxtVIfpQgwFu6Y453bJQHWER/qeh5T35CL9bNNQWBVRPr1SXhRwsG5Nqo6tfpp+FltATW05/JO4wcUPYKJyErD4CAID6kAQioJLsJUGCIdvPH85QB3DtKjX9xY9eFWO3T4/41EObboTOnYrtKv3v+/5ncnOc6OLU+2vexzphJ+fMdzZQZvgk6HdsyruUIvMZ2lJs5K91+Kv6/mwPZ9jD7AruHTJVyF/XGRL+Pl+9ygVv/XFioKLY5Qy0LD+AM6PR1xHNfsh8ffNiwu6XbCnJ6ngPk/0d8mdfq/9ibvb6KdBBoE93g+wa3PcDKE7k66ol4u9YIa98HhgA159vwA2OB7JiNm9NWuYmGUzNA+88T1HOj2tLoPEn4aKLtpZPkcY2bOg12ni13D8HV/DY/sdcjdikOO58/yDX2NvkiCFV3Rx6SS/pyXjx3PGb/wZVxb8N3W3g/cqvNexZKYluQe2A0G9IqdQMj7p/YMjV957JZczqnXGT9TUKdvc6LQ2nP14yH4BjdD5nGy9j7k1/uy59bXIwST/q5ms4Mip/w723173326lfkvPoacPXxppVJVNHFruYnGIPRvIOd8MU2jAOdb+kX0f24OUXlJ+scQDwrpmpq3MJ3yahtIFHjbcjAuvbPr0POvWxM/8o71OJ+qdqssXwGazoZo4T0/Gqy69bU/Fx9bHv7lT+DenL3I4PImfAjp9CptPmGTuA9/mQ36/3cN5Skv8wCdH6y5XV5D8/WKtR2CI6KwNQhw8DDap/+Pvab3tTXi4NLm0CJauY7eozAU3NsH/BE0TYcFt7d9l3YMJY/nPz7AfoUSu/8lc13fkf/OUEb0B2OpW3rt7lw039HMLdxCsf5KfrvWPdGi3aNh/+PZccIY504ityNcEI5dD8wpmL4Bfvbf/dF1ZacF/cXv0MSXjl0ul2WNVu/ec1aAI1dOuA7QtgGgYMKWOsnT/V6q/B186NU88Lune5ZBgkPhf2hF6ZocpmndTo4NvIYZFvnqOydLGhX78ZteSgFtMpAemV7tAvSr72V91w3KPGI/WXtqIE6/TxAHx1Je2lJMBZzmYG0pnVdnHCbM+j4Wv+46bYwbFOHaO9FLZI3rOwj1uzAd2r3GmWjboZr11NlVva8DuYU6BaJCxeIottMcezieZfUj8oYI8+WJv+7YL2ePYuFJmLgLWl1vtBJPNpaQ8KifntxPzYK9z8eJ7w6VNjPQw/1ZfAr6HbwX8K1Ts21kGeYM20XPqqdELvw8r1oY77H/oCFlDPAJcyvvkeyL3EbFh+qmpk7vmPR9+ML9Nm/LAVMQ4P+mvYl3fXHi9EvswVVkEO7SsOuSnfoP+ExelB//Bu1KuABa7g4p88Vn6PXQtMvfkyshHVm2fKFm9ie8y9ImRSUb1vH5QhtKOD9kp2qe/pVh7Jj/Mepp9zdtvCw6fq6o4m5CL32P+3DvOK/zj6UjpOde0/nnh80agPxj3NLmYa9eZuW03mXSdw6mPPRoZu5C0C+LdlW+tcLvDLuTu7j/cblZOh4ydj+hkDhbVDjcB8Jm1G1b8yXw1cKllGTtXLQH7DW3rNGG5eTMzRlB8F6B5+4J2zH/pbJz/fX27c5OirSHdv8NILN/o3YpiuUYOfEZsP+r/jt38aKxHPt2HPYpYfu9oHbrBdojOnUXJBjIHzlkMhC1iZ/4Qdoiz0ZsLoX83oO0vambRwfHIaCvCOSL89z3YeariOTd+jj+2ciRf+/ymvu+80/zyAsQwOy+8gvYvczTt3UJfh6Isf1/Ws7hwsHMNjfhs83LQPiZWQcdfgKXrfOSuu/3mM+gS/FX6vS5T7NfkG6EYr/M/y0ubE7ea6dl3IKBf/YVvUyz6yKaf3GU9XIvZLzfwrH5Bjh7vl4/0thpxwF2qyxoj9YqpYVaScFdZ30y0P2RsqfQ1j+k4fvWk3g78ZlKQL7x4AaCHHmZLlPa8A5dSCiRcWsF/zNxBpm6Hyl9qBPhy4NNxOamHsZmZ4+PYJ7anHw6dM9DG//j9nh53S7KEvs4hJie86v2ce4ftcqZv32A/RgYBfHjyO4OlshXao53O1o+kBQPIATdWtMLf1Xcn96jeRX+KVI+PdotmNttMeKmArjr2PX9v9+Filb2ihi4eyfZylvE9zyoLpfzHvky3SDlMbSN73ngwOY76xN8V7R7fnFoyzoG7G/VDZeS+kz9q2X301svo+dcqPlmzpaUndyZE6Lnlo7lcx2TNyv6/mYfv4T88C07r+CBtFrrEH9vcagTe12/sFWOgsZs//CvOj/Icrdusz7eoReJjApRRjMcdXQQ/oGuvGQb0Dg97Si3TChmpe8fboTZ9bU97HqqIm1AVPEewkk28wFfGdAHP+t2Erfb29X8KkJM/hV9Y7YxAxeTI/KE/E9v2A45dHjtOHlX4/xG4Bs715YDG1jiImxwHfk6BC5RloEbWMAK5hQV43OT8W9cF26/3sz+r/0Lj5O8v7UjqDuF80/bFFk8sh8TvLYAkzM//8Hvbt7/j4ds3uBdg6gKE/o/RO+/gecfO9QW/OQLXF1iGghcQ3q34/5Pz+578j2+/eq0XsCE3obhxOIhY+gV3fv4gBNS2YhPcUdkgjGhagw4+OwUvNXYgouQIsGQVC9AfZZv/US50+xGL4eeAi90Wvy28t7JIjfrU3FxM9sftYNEC0FiTIE+QyfZze9Yz1n71Lwpjk3ghYtvof335y0OHLf3jzEVh3qp0FdlYrA4tX6EQXXEfCsLPLW0A9wrMeecLhT/HLNcTKVL78Gy/XsbXzrcIdLh7ORK/mjcclMNwR+d5CXN8yGPj0/+ZWWfaycXIUDlkq6h6pJVZSFXP8XXffCZ3q+/8ZF8ezFbGK/ldhMAuSm+vz5fAFgsIhU6CiXHrv+6tJFG4+mKErCf+f2ofSH8O3htuhaHpp8f2YMMy901fO5LADmQCtXI+Yl8E+WTUk0hI3Dx3Mj8plG9ubaiaVlg5BiTsWdXnrWKz+8u9/2/PlxgHvM3/17hN+Oo5WJczXvavoX9lmD4aY8Yz+jwdidre5WIoqmqWhxNTMT8nu3OKLLrYcbNeHO7fGrWhWdgaxfN8MsPL6pApC7u47pUTV22pZOUJfWvoOX8w/bjoj2WZ2uKZCHs2f6mGHHYTHa/76YSAceovkG1wlozrm/YDPp7a/u305U/dMy923kIRny07bMGGp88BI4g1bE9mXzwhr8d4pbJTRuJggQm8Iwa4fL3oiujnGzwPYmunzBObLUr2VOY1ggkDipmfq+cZmzc++rzi0TU08V2skAUyOW0w3UlLV/iv/8G5VC9WXo0afS62Otbmsi/4dDsur0uc/W390T2+F8vnvPmMvbyjvX8YoORh3Rn6Gndmo0dAMmogt/VlH/mBz3KbT6BpQXth9/84q78pTBbrcZZ2Dist/TuPax6f8gdWuXHkKAVWv7bfTsMwq70427MI5WnaNGB9lJWRvpuwtDXk8yDZnIQnjJQVy3/DWI7cjh5ikRPYHTrw4/O7yRupQQc= Q1NHUEhTCAAAAAIAKLUv/WAUBb0jADY74UVQVKN0A+JIjJDu4kbYrbMEReovxWGZ5LzKryltAEqKPPQ5E7mahm9Givt6ssuMywbUZacxxCgM1rU1+N0fPOIN7/cecRLbANIAwgDTn7Rs6AXsoSalOxfD5C1cw/ZAyJgnwfQ1kRpifGj90c6lpc5ghCSOdHzrHL6fjjaxcaGXnW7euOukAkfiukqyXGYEkybxwS8rmWNsDSB+vAmUbQKBSR20JOc4jzyahoa0fYKunOZKshfomOxo/om/GD32s0vYQHtsP+Cs7Gb1CCawRUsHai7FggZjc1soNy5OY2xaXnBbU+gLvSlEpogYo4oRQHOFwbMX5JDJQWJfFQtfFlGeZrBIgfvXivXPNvhftcb+WnHsZ9tMf9eygHSAYQB4GJqJXjAMCwhcDkniBmNQzXVSaf0FaZj1wFz7K7iY92rMiG2wEqSUU6YUbSlL0bAPmqu31zhiBppro0s/m/y6W3iUJQM09dd2MBtGEdGmsmEWzHVanD3W8hqG22tnonGelPhDwwK1VwtiM+mi+it1Zskyo2yD9ekuj18zrRr/KKcTGgqHYu5CwhZBxyVHgYv01QdeJmyqdXwhrmvgsvQ0btk32WiXGFOK7bQ4OkDVkT5xNhn35cDsqOfWTQq68d6VmhWFZrr6HJMBe0w21YE28zExNvWvQwbcIezXt2dMGXl4sK/ZYSfruWdNTvNC6Ns2vOdgETtWmNafSMa8RYTubULknVuk+CU08F6cyiOgovAvna0L3Si7FknpQmYabqWLHtr9+5QRIO9pGrsVdfDRG8dDkd1cSlV5qSexB2UZ8CyP9FiRcfFdQNmKn2Udik/VtSH+dcWfhaz5USTWeLN6dOuV4B/F+OCv4uv7Yxw9jv/FwvHBFmXEh2FlE/9ElJg/qkjptyJh/bOcnP1dQ9b+sDxo/C0enfhgRHTxA3daAMx1Ummt4m7tO2vL1rL1HEKlt7dVtzPN3prLa3QaLiq9bbO7TVJjc4uoTOgWEbyes5iiscJWHMrd0VNGfDyaoKuhyGrk2lrkyamvbzkXsgG3FgnpPljMxiK6HkEVU3/paH05uG0m3ZUzjCm/VGiwb9nhJ8jmngF+CW1rLw6Y9zCFaCvqkw+Xak201JOXQmd5hu6s8HgVdzoOS1Z5Vw7KYSa7LwXJ3Csk7MwyqXN5p4cQJvtt9e0+V0SORRT1nRwZrmX7eRTv+YCWqJE8QjiRAEflFKTQGJAoEBkq84C2jAF0JL6YzNtM7tQvfxR857vH9fmfX34E3jQCJ5OXRRtyprCdfoa/Z51OR46h+2e/zvOxUfKKdeQ3GH7A8Wf3sOgWuohcgOOG30H4jl7DKRhPl+Lbew/xvujYK0oBiL7HL2YY1enXZfWfULCivlhl16CYfcwf/j3HeBZl+iFtjoLjMb8pDxOc+5T3B+8YeryPBWGHT+G6xxTwflhMGwtgTvtmW94+TQ6Vvk/6h29eYJxW079qEb5lRu2UJQvJuU+Kc3G4dGtBPoUb38ffqJAjjgjtN0RqWHDvDg== 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 Q1NHUEhTCAAAAAIAKLUv/WCMEAVQADpxNBs6INijDp+WEjGFOvv1IGxb2ldRb5cLLK1DVtPBixpZd0E/akaLMrA0frDqbQQW/XVbgQ7qhESLZZCeHaUBoAGmAVriRIrI7m3P7RIXpd9AbEIXUVSBrXIcJjbmXIBGHd00yqtWJEBROrclUo1sD9s9ZnzbyMJ/erthWtXMO/oWV+m9rZvzvffefG/ON99WL18IMpk7GHmSVDoIOH19Cs5L7jIMUOHhzwJWrtWfdXfOOed8772fR0aGDrcow1TH7puXcj0IYNvrVFl5V+lMHlNCSs8SjdxQVio353x3/nBQUq1KILuiHtxLjWJ/KCwFv6YJ6KUyHHubmRdbLMKUzbunVsO7SbHrlw+OxrBgH+uX9A28tGjxmNa9LVT7EqLmtuYLFh/U95hgSL+rcgQ1cTMqTpHU6U1VmL/7AzIG3KlINg/RIQKT2xCGyCfmduxssUiT8dAEFjNdmWyg1JzCfNiBRY+Tp09vRlcYsO7FdGwcxImUZ/iIue8viVxc1kmW06fLhxMSQLLWLj1qEHSSrXgo8Vhaluhrxyeep9UT2pwRtRZ16DFy1RIvJrTnRceqJzSpc6KRu7PWSJlUYKIjkQ8+Qx8I+OCcf943wAv5AfF6pZ11HdToo653vgR61bWOi7rOcavrGkF6ZDQ4xidxMhACbfvazfa7THg9M8j4qUQJ//r28z1nN2FeT75DF0sPokDqq2FoQJFz1hmj/VQT8sFUC7w40u+lSnElzX+WTpScm3KGJ2XvzSbXHkUVSI42NXnrllBr6lr81z23jc8V/fFsmWS+yhXazz5Pf23L+qcAZW4LdUAPA3vSr+fMLuQlkBOBU7zgD78frSz/zaKzjaKehLNc6Y1jYbIcMbTg0dM4Ijnb5pEyG+C3LKyirxvzJVGmOYM+sPSGiAv4ziWBP+Qm6eUnVXEWut6MaTY//OlDRixy2luf89uoYaSjakbwfvmzaj9b3tJF+9vuY7gH2tPhLpOaRLUjp/09GvBdpxE/lOjhOveA68r8V9K9/yz1VxKI7zXhMMsB32eGn9oGvpiemik1Mi+25/VXOsy+JPALAJPaZRLqqJYFsqE0tmXShWy326lWRK+VWcmrXlvLH651CSUprceJDHO8YCLPj1eF/25BsSnT1/eKfrfedKHQ8/7qxokNnXwzKSg+iMQmx6Dk9KWgMOlpRDculxN9LUcpv6LtIB1G7QooKTQ52bHLXDewHlcAP67LJGSjueG3yyuIYDkvk3EsZSUP+vrwahcXB8LsQf/TAZ2dRrTiX1uf2P2lzUNIl4MMOzxXx6uEzLV0Lt6M8sSOA+CHNxEp1YpszH63kYAyYfOAvaUK8jYKQ7tlWgaVjA1foL1Zomy0L5MzGEkFP4xmsiIuKNpXTqsd1kXGvzDk/BhjFgeLXQ9DLQlvanz8vxGJFYzSPs+xc6cHqzzpSjlLPFrzrKqYr3MyoewLZws1kyzATuOQ7CqSt2iAncHG6l5yDbRmwqVu9JYyUQawoBvyRNnenHPO+d6bcx4AylQL5f3slOguBf8wBZNv0AXb/bgqygor+yGTMznLsNoRXbcp6JnWnDCsIfRpCHdSTRVXEvyxHpWuMti9VqdjfysPji9ijq4L+VYI2C2HxHxk9B4Pc9kTLw2vHgWVsBsNhQift917vutoYqbIiD5DOmOoJLhqQz/t42CCCxHS7z6N9jasFm+jhwO5yAMQX6jn4kaqiU4qKSnEwJzYAl8tljIAdLI3Zt2wxl/mtR5ewQN9ssYSyDfUm1wI/TRy7cFVV1b0ChyEaJw2Vq1oTrPyfnN2lDd04KqrzgjqwcoDTmn3cnLRxnjpRkdr4U/NtQd8pI05o+7mIYSm5dLnu8wZWMHXQPD4Q9yV5LMbtUj6aSQb1i9NlTCyxqFjcKArLT7NJOZF7VsOxa8hJO4Tcsx8iYyu4/gZyzFZ6pZC4+zj9dNKQCsg0Q0l9C7DpsiZ1nhxNQZc4i4MhSX6ms8YbqeWuLn+hU6BSCpIeJXdFWESrB4MlKwFS7GxousAEJoW2Vg5dR81AvNCepHNcz/9rEKExPgd0BT99Ir5vW/cgJEFtT3V6k6LCpqvYscASaKfa5AR/eDpqUDperqQeQPJ7EkeT0DIvI15aI5Dw7HGbabmytzCpZLVe+bB0IZYSBYvIVNxy4ffX0fE+dG5fBg3mHY8NftplR/vjXNmkwU9fO2G7btM4535WNl7jxmLfzElYd3/n5ejltzwL0wR2zJBm2xP3A+qxiyKlFNRFQH8s9wZzMfU5zWuDd/fBl28bJf0XSe3jQZHeW8NUHgb4LQ99KDW0n8PN3eUE5d/TdHygeio8TTjGJFEIklBkrQbUalAGeWYmQeRUFPmFEy2Dk7Uo+XCE99Dt0f+2OlrGIMTTzzGBFzmndbaIT9r5rLQEQdReQIHxywtwYsF7zXysL+4W5gLg4y5RHRuul8wrOicKkKdeJYH3/39p/hlzikbATuntZeuDjtTLIOQ/dfb/D4NpU+hyejORCZpnuiRcFhG+sH9OhlL6ui7uCulotGdRL46vO/12FF/YfcLqH7+EfPnPvUpn2Pz9jiT75GfbNTAhPIj6bclTBwOyc4q+ZzHV6yzJKleHxc21pb13QQzJehrtfa49qaGO39/9qwOdEmwhP4v0SctZH5hFDBfJrDn/cOdA/A3X2LNfnbk5fB80YvsY/GCnseX/6P8Cs/zTfCS8fujtlDYpekc6Ix9Jg0zjruGvkzkTlPf+O8C/v+IV4v59rcmrI0+eBPRYcfmuz9B4NjRE+9ZuW9/RtxelB4EoonrQg25aQG5/+z/ujNSN2qmBnxqWirWkTHSw25eJXwf2lxo0axgJ+6fkfyCSo64l8I1Qsx7fpb89Pr+Zxdpk3dO+2W0AgI5e9VXQPf0y8Fn0JFYp2pJZkEogfBY6mbngcLmmsmdLH/pFXPZkW7hOALg1fCD7wFjAcma+BLtLn3+32TkPmO+GrJluVL/gXhcDd762S48eYiIjbjxCpNLuO3CdKOQHoHzrhkjbvh6nVyPBfaFo+UMlz+1sc68nKcjN6eMZN21C4e5Ascqrb9C5uSOuMaCNV5fWVABRnP8SWD//7vQDvNBjjihnQkbzLUuTJ0fOXP+8YUqYdf8pxPv3Pkv14/H1+cKw5DEORQHtmP+H/Fs52kquZygOEJ/rNmgwlPKXrgUXLg4trXD+Yjh74KaH98ur3JxchkyDlWpVjGVB901cuFXxOFbs5xvGj4oBugiU9yOW2pE4jseSTGvPHKc+mbLwR7alPqwD3ikqtHLySG/4P2iWwAOhn6ljdEIz3fOHe3cvIXz7mZkxjrhGAfsmDv8Mc91hW4iK/KzaynT1QG9ExMg8KK80gJ9fh44EFv4gxmE6uPABa1nzkdRHjr+lOf3arHD5u9JfI4vKGg= 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 Q1NHUEhTCAAAAAIAKLUv/WBwCxUpAFQqDAAAAPvGAQAAHzqAAwAAcMQLAACamXm/rkfJv/go3L4/P/co3D77rCoU4bbLBV27PUFxloLC+6X7Fq2yFIp1n1rlU1FKKVDeVuvC67Zaq/QEgLQnrVY8q/qyrQKK+67d9gQtgHK3qj2VKq1qlZfldc8TVJ1KAa2qqra7bPUEBVDA27q1a9dVUHjtrFItVe36BOB37dp1AADAMyTXwz/cuZ4+p8vMLReuPnbysT5EXpc+WNE+a8+UP36urT6I6x3KzOMl3D5tJ9yeGT5gpcqP96g+ALAoOOHuEbvp0aQPVz7MzJQ/0uCJccX1qB6Fkz+EFa6D69HEQArXDKrKjufRdk7yqNxOOD52pkA/RHwUrkIKVz7GgpMrypQ/R/aoPtqYGT5wVUg/U7hagnvOzMwD69HqET4wrTcANDZuANAnuF1GyUfXwx3OlLaoGb5w8rG+OFjRzDLNPoLroxWu3bmeWqXKZ7ueNgpXvgYWrtBOOL7NmBlwq7eYD1e+ZkjyqL7I58vMfurRPgaqyojn0c86Ctecmfk+Wotyv8b1qL5cj3K/sCfcvgYLbT8O96jGNb6+Pul1OlGwWpN5gQzCPRLDhM3UvNC1vv+r2CeDrL64HqW+LOC0vkHUrFpJdD8Xva++5pGz2IzRxPWorifcmgz3tQrt9ijcgs3UOxLDfzhRsD8mzM7UgAzCPOn/wvBPsA59cX6jrG0+e9hYTHQ/FZ7GvyCO0ZJux5yQs784fMj0CPeo7E+wvxyO0awn3HrA9aiYkLM6e9isQ8m/Iw2+kBHDngVREgDDv1H4qGCTcvMo3K7N1B5NyL+SZ8yrJ9xdj2pVxb9r1axt1ci/Fdq9v3sMNxLDNFGwvyeexr/g0ozRfs3UnKon3PIo3HVozFLZvTvUrAj3qL6Bs6gxFmEjmhSkUGjfIa2AIUmVbfE0TsReaAPj+WicP1waX9vvvtKxKHzTef+7j60Cr/VC1/W78Z3csveA5wk5KCNbffaVHz670Js1i3Tfcifu0Pv/Cvyu0y7Hi3m/PmIFfCpi8Enn1jLF9WMtgWhPcj3Zp/b2PVD9kfAxPDEYCdcup2HebtevHL2vvh+lXF7sM5ndWu39E8xA7SnCEabL8pm53ZifjZjEwN7xet1KH6m4E7LieLPH9FI6c7hEl+/gseQx7EPL9zRrpsbutsAX2h3SeG0fte51OKMzO8YTKbv9lD4ulvEOj+vBHpeEog7zjf88VwdU5mPE04s8MjtngaujNKd2y18++vr0E7G/sHWPAuAHnzkPzpBby0cjFysZ/D3jWS7rUaYfrI1rH4N+4ZmNT67ixwcOhxvLMSguJWCGfH/o+ULb9Q82nvlR713zymNGmw1wMbBsMy5Xy4MFhf2Xenw9M2V/7J9pf5upD0LDz4Wa0pFeiR//xZx8Ou2J/e7AHdRb6rg6ND/Gh/2gX+in1+OpuiPYsZPkMvdfNODae5wW9S/lr92/b7DzG/w6mmdx1+m5+9/qAFNRCLuk/vjyu8fOH524w535xeV/eRPxjuJfguMbLNmd+cbT8IwhukfeHaTVwYF5LeTEw06zv2xR7e7v6wRFcwUqLSPsFg8scW1+Ue5rYi447C/8suw7cXJHvfBxX1oOl2bpPo9FdrFc+7Pi/ohITlr4B6eOrLfHyF7gBWtTxmOmk/6Akk4NWOwpPNf3XMHmwz3fr7PE/eq1Jzk7N6s7/DAQkP9cWo5qo286F3widb6xLiYLQPXQ6Z9nQb5TnnDwAQ== 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 Q1NHUEhTCAAAAAIAKLUv/WDMAAUHAIQIAQAAACAAAAA8dxCAAQAAPQrXvmBm5r7kg8y+PQrXPnBm5j7kg8w+rUIpKNITTi1LWy3Ot9s2ANCGhL61x8w+dJVAPgAAgDQAAAAAovOtobh8PgfdBKXHzL5QzqO+vr5QzqMAcGbmEGnKvae/mz4Qaco9B90EPr1gZua+vr4+Pj6i860+Pr6+vi2oYVlB3YRtsX4HoEqGqDowkgVT6QFrucnkkgz9lSa1fwzYC/G1Zu/T2hG6VdeQwzR8ft4TOfXuJ9Rsb2UkFr88wn+9D2Dd0EkNiavyguJl6uVim5g0 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 Q1NHUEhTCAAAAAIAKLUv/WCMWNXoAXpQw8osEFjccLyvA7YhRvDX6Z3kdUAUuTgM5ASHxGGaQTbvEkSlfD3hC26idpIZRTvbDIIMpAwUipFsLK7KrWoWhGhuapPA0MhfGDV3MNTYjasfPsFzwFWLwQ064ESSHdpGKyPlJdj6uNAxxEEcxRS2s1aeWRcaxgEQp2MYiKWYnFbjuFcSzbZizWsA5ECGBi/bM8cHB0OswJUQZ8AIQblL1ZF9q4K1w8fXjlXjAkzysidvad3+0nsH6dx2cdbZtiZkSmDbOywkgGHMqGulRTsCqPdCkQJA0c35dbakAxp3SdNBEwEXbRJPSVaxbxytT2urlCXhe7piJzIvEPMwV2g7GwUA+stF90JqbcocbkPQG47FRFzmtaZGF9W2javcxTx6PMJgMSfyULd/dB852t+KnWwnCWx6tKvEdYz7tvYeDBt8mHNz532pAE5SuakMpLgKFd4FRtxE66IF92xlC9Aozk1LBUKCCR/0k2UuOoOl3zknUrFBjq4LHTKcKSABv6JtoCJKoxLGdgI9J9FH3jdkgAbaQTBSjaBlNfTsKJLdP0yMlSplb0V991BQTy5Vii0TZA9J3thOxFrQC+VptwbR4ko1RHkQwB+7N0MdD9ryPS9vni0Bdpk5J3Dptp0RugUT62jTjvagrywnXVaxi3+4dnJZV/LeKmewhx3sAJDjwIDwM8SwyNkkiG7BNwPcSTAKWggpXgJO9Jxl1MW92g54nUfsruwCxRTbCbLMCJaLbQg44doimu3qzAkbeXBNQb4/ZR0c84l2Z8Di4zn2pPAcGLB2n5IeD4SL43gzkuwd6TG0P6gda4YM2Ku8b1mC7PBhvGkpw9B0hlJcyRDLbHjnRs9GAzq9cEIwBHtSgHBAFrE+Nk7+l4uGOkVb5HY+knzRNmk3ajmurSBe2HlcQMBJkPYsDyVQEUm79dQuiCDuTrTC7IUytvXwBnAmulOuZPR1U+UMWfkJ776aCNzjvxKMexTN8VYbnr2n7IEDrpDe6Fm9EGxkjo5SVuwKBzcbpty0kMZcibB3a7YCJ00SAD1DqsU7AUvwWS+X3ciFxP0gC6gCkeB2X6ZbeEqRu2i9wYZmK1HECXcIck1Clb6h8MWGfEqnzziJdKgNZQxCIHVNFTNAZ8d93WSAAfFMBxUSA3Lw2QN3L4UBM47EmcSVW3YBBcWxKc7yietHopDblPkECqUHv5AbvmYgBDQhBAxkkqsAEzSrNaRiGtBLMclgUagCKHOxrmlO9Ck3fNKaBtVc4oZRjKiLfp+4IRUHvobLIrj8Lod8VLKXhv3NhC+mH827BLriUP3cKSS/sZa7GdsE32yJ7Oakw3q5LimOOAV293Bpep/gt53PrzdahsBrhM1wHbzSBzCWgBv+MG8wxGeotMoboBUcJvjiDbB8Ki1p+YHLF0KIOLcki5qpL+pe9+iybMLLDQDyPYwYC26Zd8QNiDhe4ZXBQjYRESs/hyS76EP56V6/uGJe6q6xPvJ2XC04DiCwfZja93I0U/wOLr1lSL48m/pcIzH9cKZvGd7Qfq2vt0YZyxcdAuE3TwD+BRKqB8rwvxjKcjoPAfgCJGN0O0x8ARMpQ8r09gwpQt7lUI+7mhs3hCigBkJnA1Zz/2CxZl/xaPIwgHG5ZI3dJlIl/rhSVP43CuLMi3b2c7ULuCKwCLQa08njIUDiNFJ/bCAFS4/nCsVpKMGw+YShlyv+wdOOgrYSIOvHDRdAkjD4ZH1rPDFP9tTHXxwZ7R61KUdAIfVdFjPw158ELzFw8Neel6MjhJzIEhkWdEf5qu0GEclcnJQDl1fxD/9sEgUrjeGcuSXUxh75IlTpKgDup95sa5dcD0fWLoAqB+TRgb5DQvoXHAjwF4KbL4Jq+QsLHr6uc43bOeWigWwITtsWK/IFruorWxqeQFRB02wQbkO8uQmkhrMk6n7gC2chhHoJsdWbb7t7KwZZ0ckYZ0HeoPZbUMdVxBESNvjkZ1kf+208RfmVED2ug8O3hfQGYuCdcK0iGe2tC7KRcDGnfQIjzPRQ0EDVdYfYsYaRBeRLlhL6nhAlzyCgJh3HYs1XGJZywvQ1lCEDYholXB0qwyVnAOXSNVMs8hdEYBxorPQpoNZAE75+xXCq4lagWhvIjRenUZovGjszeMf+nt/HwL0y7DcBWSitK/YjLIUQgYLX3SZu0CzWc9Tl+vGawMEhReFbS1bQPYRn/2IC2MMA0sUiRPhnQjDoT8H3X7gd6H6M3yV0jQAo9F92jPZMyfE+wT07nkhfdCjMb5oWPNKHIJsGh5SvFWl8JMAV20XBma/htrwUmIyoI02/FTTHlTg5f06Qb2nUxrxvr8R+zYZfDTEZz2IIir84QtqIDDZ8XDEsfyGhZyMNBfUKV2vkHbwjctBiAhOg/5iCrH1L6qkCVowyUVMf0eJqIkXYZzwXINuyMRHC6TuUUGxTsk8eLLXWj1fQsEpRXn2WnjjhNN+eSWEZ2JVm77F98WHNDlwH2JQb85kILWJL7BVIXLai80E4O7Lc1ZHXvlZH4PwLMGw6VIGiBao1kEPira8Ls+egmo4EZE4RsGuGapArQtqNlWttiB+HCR9GgKSnjuPDtMlwnBocvmIdwtAiVHT1zCROJM/NE1K9FGvGhmZQV5LHS4OLxr+wqtzp/qmkWML3dGF3CMi5RKQnmhTFOzM3goazTSNzAKkxvVdwKfnartGz/BjYR+pAKZQKogl/5H0ECsp8TddAF34bsAsF/bgPoOR/qZF+HK47uoUEANzBzBKIEKEeXK9GoQ1CUhvqNA4IUxXKWcj/oghzTA0zv0Iijtv5CPHF2qVu7ISH34alDvqhi+4QtWuCLpAj0qYu0vUlbIDJz7pSDo1wcSW2B4kRMjvS81AEvHPccETjimS5Cj/MMRKTID1NlVX48OIy1IQUOCNCR59U9Q/fJ06I48k5W+z2sydyPMdeH89xPnrigXFKOF6enKGTZL6GpEgadM3EF5U5+WCheVENByeEocHw7IOzTfg6wv3hKCOWoxWQct0LRrZizThpb+aviJjBzTCD0i9vcxzpwJAWiw9HcilcWwB6ALwzHgbH7HlgQEeOIbgqVdX5fmKPSAkjqwwd8rX2orviAcV9i+v6GZRTfuZkhOPqfNpRqvIgNVM9lDMIt0HootvwrOSAMh/UP4ZE4YQ3ONKgNbo44WMMQjRNzmkWBCnDCudEy1ybIhgi3sJkZPPisFCuF3qPzbzHURdvtTm9kNtj5iZq7PLfIR4VElLkJsmi+gya6mWpypLUWBbsic4iLdQlaLGwcswuk1fCmnGdMajIdNBorNHmhCgRUTuUKXQfmMo6sywhG2tPmGV0CAlpfQ0hOUXFqNKkJmkGpmZy7LSdcS6dR2CF00siW1TWpMxUQlFJbsS9gnFOGPGhajZG9Ik3Vk0m50OKIWwyMcJZmrfKc1C6tPBuS2WGZAfNcM0kJCUnZJEBSwiyNSgl9CqVhRbjWyTDqX1w5fFh55XEqzJtJ2Vjmkf6wwQcVJQgrl5vL80DXBbFMtxA09t8lVzUsDiGh3jiM8iMu9XEcysu0oELVYPadZB5c0fWk1hLgtAJXEWXEB/QUW5myc7atROeQTqUZIouQqUVh5CFCiaTqB27ZXJp2e0kJhNym3wyUwM2Y0lukqCSkOOZ9nShofNVxNa78sRrC1IZE0IEhSyGGiOZyllWVacUUSZgykYcikGIZDtmZbl4kllrsIKMcLPJLi4qZLOqAouJYsl6rUvd3hwimRPFmeQtNkQsqhhIHhnoxiTsxKjKifFBdsttXWo7ZTuLO4NXGIOfOltxzTm/sVdqD0KsjrXJ5sWzlFanEyKXLFglaCxksujIwIT8iOTNoswaVsRakcyEDP1UpAqxE0Mu6HWSTAmJJ8OgMUk4xTwhHyhKfmI1CrORUOwx+WFskIxKCAvrCrQClozkkEuzis6HKRJPnEjlrCHTEpJhZQo3MctwPinXkRGZXXzUknXabrFhmlHt9KgNcvmBp6aJa6a6kYtotkIjSC2ljto2KU8SA9BWYzqhOAl6pYJtXGOF6IxsyUKWlHTUvDGLUsOtzURjqrzIhLSIg6ysXAMcd2w7gc0rghoyoSQTyDrzVBzRgorRNqaUEIpZToXSGOFkQSqV9aSFtBiZtaVRwIKIQVQkIqsmJA7fOCYwQsaFsceDWjJL5BN3wHUpYqgp+TQLpaHK9c8dW0TJmEsZKWkSeuupLnZLVZWlzs3ZWQOh41bvp3jE0FWssWyOCUTpEJ9ETDNrp2S0Zk/2UN9+V8wuJcGEBssIa8WaXIg0dNrbIGaXQ+LOz58omypyZ2g8WBLnWUeoRCwoZwdu7DX0rIpwlXMuSMSHzuVaNw2OsGJSK3g+zLYqbad4QUXMdLpI5gYJBX8QjlWrghtAKbUSqcNnKA9zJp4bgj/jyX4mR0drHkM4s5nKidnMYmU2G/BhpjUzmwO0mc0AhMxmc4Wkh1/CGJAf26B10iSntJzK+sXEenqwINKMmsqDZTgz2QBzpmMhzPHkpeH+2GRULdUYxpNFEXTELC4mNA16HRvycVpZ73Vlt2Cdn+Gp5xkNYHEdNgy80VnsM0fravHiuCQFyf4qavpDJlG5IZC+PQSb84xfxxEPYTYBw573tBzmjy9I1Kd/Ui/7AoH3cOuRNjpa/60AG1xUgF93HaL1R5pE4KIWEr/nRo0PokLvV1AAf+oUJ7JrKH51KYnqr9KrXgnpdYtgT3rKBSOB6S1tWtCVQK4fmcJtp2foFX+Ibur644FwUAPJisdk7E40UsVFmzTsxydlqMDGW+9DkJd0hMIzdQhtKb65dxVRyk8ZE6AHhXR9rpMNtTISIr+rIogXiWIvotXhcZGSeLBucUdOzvtcRQ4LtDb8q4MiAleKT8v0hIseKz+FLKlPdbHMN1V+/I+Z9E8VMHgqM/pPns0dxxR81u3v8+hEfLNChzfjwLUWdvAJXnz+24IMTDRFBb4JK+vBGjtTSxfXqzjbvNwvDJeiGOHlOpH/zc6U997GfBdPz89d1nLNB0S+KXLDg50R8sfCCc9TDzwNJUyemKr2SpJ9D4kJ+gqMih412aw7pr/M97immPTBigfwRyZMtgwDTD9H2YRrMpCyA3v5gvhgsSlpmHdfq+/TvdbxXb8kYd4lO5KCgZc0Msx5Eyv3otbTk6I7bBIxZ+8a98N7dy1Ds0rMPa4RIU5sRtKfDN8+CdQLJ65D8uYfWN8q3MRkHoL5IRqcR4VT8yd8VI/lWeO7oy9PQwF9ta30T7Jg4ah2nE+n1WNHV3xarRFObOX6HHrjM2K6MMWsortyDgABR8yeSTaObK0k4r1mDTjhlX/mpyX8nO91oywaqvhbMn58FOl9k+3Sj/1Nb1Ee+TpfwCoUdN3MVKFh3J7p0B9BC3cAwjVICj6RJ4r2l1lQqNrnniH8g7U4xcZL1sFtW2RtILTllh6w51NhxZohxj3gJ8TLC9ntI0TZJcxoq7kVPl2cIFf25bBn3CBaabPdfEU6XlLII5eSIMKeYYv26zgkzoRTCi3Ju/mqN1kcSu4QtWmPt5cNYcikYkjUX3N0/BDzK5NMnILnyWt8UxxLppjUEr+hEOo/QemYXOR+ngGm41e+baaaqJ/ORILuMwbBMuGoLtkR5RDXWMeUs8zThx1HbexebnYwdJmXvAeLIsJkI4gBHXVmfjUtPSabVwzb6ZXpZ/AIZZrZUkVHKc/94F0Uk81szZmHSddTdjjARIMYpB6gBfOjLVhMAID7eg6gJt99azAJWGDVWYqFnpFXApPODhP1L8zhz1Ch7MqWuA+KGMeEoymhmwhVet+hIrUTv3/N4wk8S/JGKBzv5cQctYXRvC82ZrKRDOhUC/n1+SWYnaFoLJ08LDvjnnh4T91rVfjEfpRRgCnet6W1RySNl1VgwTNx5l35TEfhSt1YKf9LmwphHaw+aByD2M3dVlmpv6yTASRK5x9pFPfJvb3nfqx1uhgqv4IBcHYPOarPIif40nXpjnLDpfeZOv7qtt2IxjUdc+9+69+LTeuirZeZbfhbNtwtalykRsIn870ISOweg8WpSzwYec1wNCxOIGUQa0fDEA1PTtZJO56lACxplCJHvg0Wx4rI2OdTUsXkQYJ/U4ZQK/myrr077hFUHUFy6Y24KW61f1xQHHgIdEF96CX4cn8G1Ja0b098DKTuDSH4xH+RUXyD78uC2qPz9WV9eDxvCL1rX+7oGdkTMfLBugPBlzKtgF3A4kHhXGMpb58Tjkar7eBfzl0A0sT5j3k3PFkeHweo2g2p+NOwgNhy3oYJnazqYgFPcpEyucRZC20Bm3tMG6p1eoxPaiqjKuX0VbFodNm2zF+tgGKFheOrqqj0/Bn4IF91CpTWj4q886Oi4U8T9Bnxqc9EhaBEafWQmgBonTqd3NO78OwBA6rkEUz9Aw9bD6C4WCopsYcSMJqqwFfVZO61MICdzRp8GYMc3MMff8Sz0+naXnQXxKF3genJ9RyV8LlWsDrj3siK0mjRPhXj408oTkrzmnwpFTqieK1+q0EKpb70LSi4cDzkJg6B++GeiuFpz5QnXqMxEY2JCfp2TKA2qi2Sl0Ia0UNndKqoUnvmpA3PyYr7qmOozlhqU1YgjQytmC7+s7nAqFumrq+z5QH6VInXZMuImuu4WIaEEOrM2rs7G0n9RRLVLAcstieV/qMIwh7KQfhLR1I/QFNmP+HKPwgB4gEgLxuddsvcL85jGPctjk5/KqtyV5KizyAEc1/E1mHUVYY05oMzlgSnv4KOPRfRmuuRmjEQ5Uz0ycDIuR9sne6sx7uYHJzsk1157wKzc9fhYHRlWtwYTjyei+ScveAR8lLa2lzahdBTuDZsn52nH5L4YQvN3O7QFkN+yKjtDpwk3BeSFDFuHsfB6JlQm1ditbMTK2eWQOLsIyBwhb+M9meWEvCH4s3IQax3iM/+m5Qgy/e4R3xCkTaY3StMtWgzD8WbD4JtfMLm7TqEa0Jkh4a2oEPysXfAKBFY2Icm2sH0gjLOi0OcfCHXmoFD1OeLxOEKTAi9HlwccQcmb5qksjmXiHYrhbBvdUG2aUsLN9ox4/8W9e1eG22x77tGiR4+M/3cQuJiBFI4TgrQNG7FX7TQ0DC7HGcSRQ3tEg5OC06haYQUyOMvJYK2o5ydbmTZEA9KJ1nMwPdJjfhQhdD3saaEnLUsb0QnL4di1vfqMG0aSWje94DTcGODYUHfmrYcZERe7fDz3Jtz+Wp9eWioX3q1tQe8y4bv9tuTwPylXMt2AuKR8wxKcpvZrmLNoP2EjsVz3v3CcaU32KcxXuUQjPM8oI2Ifr4RGmO+wm5pU4gB4neDejkIA23b0PPob7tOuZO6ZrNYCX7ZAD3cy0pvV/ZwelVUN04FWLsdaI49keUcXA7V6jX9yd1I5VqRhTgMQjDZExa42WyRre8eT5GkJPeIEJ/ivOmt2+FMD0SgZ9YKf1fECwcBgggdW7PywIuvfEKqzhazoPK9Pw55UU+KnW508rmqO7iD83r/sr496VkaBwreuwiw27degMErSECwi/Do/GgGxp09BEsv6qfE5vRx+z47xb2kdveOkOkr/jSpZNL7yBQvYETz3nInBjNHihfeEKy62jzj6IR6tUEiNh4Pw4M30FCjfD+8SILGK+P79kTmyAP+XpxHTiB9bwSHiKqEHB87mlq8APBJjewi954fNG74SR0fTw4R+5cy6znhujiFIJsdaib6ySEh+Aol9b5JHHu8EH3vIlc+iASwnUQB8Ri+oVf3Vv+FBQFrubXd8sbZ9uDbx2WEmZ03K+c4XQsCHsIb+Fvr005dccxlUGzgfEYuuYwqjRpYNVzJ60eFDFhOd0Jtf6I94CRoLH2B2qx9OoWH27jy4iAFOIRfNBk5XvAMQ6AehQTXbRWAkSuxle0AKwZ41tjlO3DtMdyKeibaWsaRC+odYEOPL9QnBvNmoAHTxT7O8FKH2EaZftL+FKvdFBV3rILBniMsy5MSYPUw1gLci7aPH0FZ8S2ejDyDlFu+QJLrq3gNcJwUPjZvDtGDwjT6TkCkjcwxnnQEcOP0OU4BA6dZSPGNiBUqhlBWF1CsaioWGsKhD9gq8g1H4VPhwfxVJGrQNVNQj2OJxGFgXvkMASy26WHxnlJBOwN/KNpFVDeCbhDYB2CDvSDoomvEFZ7iIW4fLPp42G0HjlSEDw1DxeyEGrk9A+QZ4m5P0ghKWDkbtMBu0gyerab740e6CbgOFE4TGW3cAY/cvtGDxHNsHZwRsMxtqysjlJnIe5fsMwODSu6ipYihuEtHD3da9dtXXjL8JiDlbPjkYIssm8nHlHcKCi5VKDJvHVhJrin3tD2cu9A13G45paeIfdoGtA+odvAqUrKLNkwFHYLuEkyIzr8anGwPc2euqfTph7oLBFAuSebw0JaF+dp1AbetRjyha2Dh4JSbYfuUxopdrmJvj8sAgzpvthZxOhUzHky++BvsUGoLW15BgBmNHOnLV6DZcaISEPYPrlIEHX14qYlpoZ+bjAYBFlXpRj5ifMaAydGyl02mMviTg59dBWrK49SXG0Yb4A734ireZsbL/GbqiivIobc51T4EYyDaUYCfr+CdAmANzHNCeHIHCIbcaBDHq1D84ObIqp1qLMgZrHVw9KUAnmO1geuMONxNCk+AISptLovg2uELGmUAlMryqyZhe8EWG9cwm2okIY17cDHiXEPDR2wh9Z3VUW6NTM+NLVjnyJ36ZDaPBT94lHe/qXqg45Dy+LJhQh7zJkH/IIHvV9uKP1HJUrfj0X0gZ7NfaPj2LobLT2um/csABLYTDR5+ZGu6iSFP8JmtvQYAcHcaiY0TnB56CpSW4oL98mDHx7VB4E6IXegmXME8QAEfTdti7nTe3TKttSq+lJEyJ/YRngqELli3WN4HOd2XmLhWCLvCH6ibnBr6nFpsgw+9ZVbI2SRvc4MAjsOJvOeotlsKed9PmfKpkzsBvbi9keBNUn5xNogcKJXC3+YUPuAFCMTRzO2EdbGRcW0IZi4h2qlFKhEBCCKre4qTTJe1NGdJwl0GoKJoQpRNnA6zJXbXVgLfHB57hoazjbqh9olBBKOT1+pyTc3QsnKnQm54zntMYHZmmjSy2hjtvTIMCQN0W175pZEYMvi4yMoOy/tJgji7bWc3EJGrsGM/DMMuOd2uBIK3YWyLR+UHuNncYheTbSKnghuRNyYxQJTNQUUT7VSC54yCgxldou7TKDixKOhlGcAQXwqxw0JhhUfQxcBd5gpwnBqpD8Vt2VF8I/AlEjr+N48e2VS8rOqDrBzdJ46d8+OARz/edKnFolDaC3lDRc9k7vJOv5rHxdC2+4x6ODoB2ffm5O2wv+MkiH27K8zUN+f3mDWNGNIGOrhsbYZCMI0USIQTTglEi1kVfdV9JnFABxHwQG9wwJaixhQ13C+EsgsHj8If9PhWrOSjipbYUXL7XhNtL8c++Yhp2bayenzJBNATkcOwW5D+JKbQ1okBwDU8mDojlRHhXoWVX5Y7FtOZf2j7tfHWxRzwBW7XdbbggA9yiOmA4IRqcTdWPM22xtDBY0Q2NcxtsTo2OV25XeGQ1e1tyHDO9eWQ23YGKSeeo+/oGXcc/6IA+E4fst2oAgr3k8p18fO5PAvrA4CM3SUGyJdI4Pi41tZ9ZEERoQun3XcUgwfCVb2el8oWPjrlXMqHj4Onjqso0eRLV4QfKQNiC4dYwe0WyP1jpxKaMMUjrwyQ1nFjgj7R1ub0KQfF898BIltMSOfmAUU7Co5dK961odA0phEBbfaYHyFoACP0XisJbnhVpEdR8+ztdZ1rAIh9hNeeacvGtdxSKBhrXI5EthRxDyqyFA+jobrXgNs+gWEU9zrNTJLs4lVVYFPvxp0S79BN1FydmhBsmVnWBjUedtoJEBN8glwlbqXr/rFxJZwmroTb1ctECbnNv+AsWqiezz0c3ZoEq0TyRpaNTfss22QDGOD5hI0hB3XI32DuBMFuT+HhwPIE9l94kDFDRqUA1TjFH5iLFl9pFhwt9wO/iVDFxdLAm/hSBp9JsYF3yS3fwY18s0uaFIC5/UDdoYLT9aMJpM68HT4YBps9RcnGGqvWvrQhB2rE1bz3Jh+MGQaDGkA6J8Eocq8aAFyA0bBkhuBosZjoGxn8+ARQIg7U0vceY9eXIxrwluJlgRoFx5YyE1m6jG4oMmtpHAWKuFnA7RYbAukD6tTcWQewpZO2gD+/RkNx6J+HdZFTCPuKbBiyDRltQwbZuGhBz113cXgt7fCg541oUDyBtecIMXBS5KS8cmNC8hN0/6s9fwX3IxdATY9Hu+2JAbE2OvtrXAuSTAkd9vUJb5FR16FXROzhQ3eA24LcyJMGrXGWXKqV7ONhgC7bKwPY5TZFK14Zhk4Tx7E2FopquqKaXhiXAl0J+fTppMKnOZD2KoCvtAg23+WCinQFoSDEMfoTFixcUxSrjzREopua1mq6oDT6SPZvN6gL36bYhSPCWqZY7uEeKa9SQ7fGDikvYIaE5u3U0xBY5jgyy2okQl80K+/7dNJhuq3JHBr16o3HrDj+uleuYtHV38vB+x0R2sRx2yYOEEoNNi2FO+8HxQfvd8fUOUVSlNzTPaVl9Cq8nbuxK2t2jJQj0GHi+sWE/2T6qGLI4UBMeq3qaAAjCdZMPguUHiXLzLuoVYB20nTQH1o4Ix68m5Oxd6nAy4OS9D5tpPYuog9AQY30J2NjrinEug4ay8RQPboDIWrkHb3JpXUdNhaZl4KEdwEtNIu6+hUSLHwr1sij/qBhZ3n2q7+4vVGShTdl+f2S0RqtzihfzPSbhRPzxLFEyQnegtBBPsiwkaNXGzMcRTAYTkjXCOrI9KruvEt8MNmLr0KN2yIEvhcSQ/aRTeplV1P/uA2vwgdN9NBhd9Hq9Iz78ZO0oI2AZ/FARNlCwoaKQbMPMO+SfuygoQ54kAXJH2svbkS1Ujk1xJ+oYhvjlrgKuka1nlwNB8OVAYjgB6+KTHTUY8AD5bBer+vHr0j5cjufnX/kZOqhlLf8T4rKdyaI0vmMyDigjCRhmSDZrsqDJn44ak3bZoI/iUmpgubPME755ZgEGT7XyynI7GdQTHmOPinPuANC3Y2U8cEndIQzjNOgi8qcf+jibhF0xB/iSqUVvxQ5YR2BB80x+nY0Ijigzpy6yK6Bn0EjCsex0qJvJwE/Q+WM32iz7SVYmr6us4rbPWnoMmkyno43it/FgO1uAuq+xG7cr2RlPtsKGEbKAc8mZa14evdyvi1dOHZ/LiaY64zv53R89Csmyf8CjXBtl+vh6GBb5eN+aUm1sGK+yGHGUS4YJ7JkigXeIb56m0NEchBO+rTBy9gE/+TGYOtNzmnkjG1EG9nfEdnhinnIHYaWDMfh4LOz0FH3dBV6cBq+T30SjOyt4BrwuQF8T3O1809EGOQIUHojqDQEyBEeQfACBmhwO8iiqFeUK8XKJ5c9J+IHFhCRh0C0ZlNB402ouvJDHoM/UwgB6mPKCMwgvtJWjgYdCEWlaPooGdumIVNf8vYC2R98CyqSYgGZj5EC6teZ4292CKldTPXwxiHGvykwQh1KmctBW7t+RYaoL2mV5KYKJvyMcaBl8tszcDqxVlX+lwWsQTBZO20qjaqhcSelgzAEB1HnIUNcwLGPaGwU/kojQvp0u6IuzuTIqJtG1hj+/JHm7cVKko/TBBZz04AjzpIMetqAMtQTcONv1CqohUQ8Fdip6SF2JPHKAXOPwHPP02/uG7TxPYwLJW5JePlAa8sRCR6oK8PHgGFxV1ahdJLc2jW93G0kdnVWs14NB2A1A1PZHFwmdROHz505L/WRtLsESsA6CLVkkO5gD6GixekyxPzQAifGRxaPRPv1MHGZ/BCn6o88MBqyEvkjmRB0R7J+qIlszu3rI+BY+RgvKF9IUh7s2vbSuASEBf6F1Y3TLSH/0ONdDbDGr7BV2UEpFOBpT/JeCLmws+I4Ab0Aa1pw+cBTzlKDxybpMmcxHG2aZeQ2vgzUV7RrniBUMW3bu+YLXC/05Buoss67V+HN241hsFF6H+ypKw+/jVpbrxtQ4YLX5CW1M+flk0BXQy+l4Qqo10EnbAoV43YQ6amg3Ma0UtJcDROMGrVI0GsSpm5jUYBmyypVGnEH01glT5xNkT47ZssR5PC4evXgP5UyP9RM3KhEWKUHzp9EkHZAAil4laKrWg9GBg42pO3djH9Ydy/Rk5dOe/sXUl/eA4/gFwUDseEHqp8vV2S3V5XKvNwvgi7CtZ+TScBVZ/pzOqBXyumPsYm5VajUCzQzR6vXW5EvJnD4ELUyP4BzFceA1/I9YHHLYaZ/okDrG3FIRoCc4Z+G3H3Oi+KX2M3kaUyunp5NLADjZo9nS/1bLBN7tuUSPE3YRVcsRf/dX5sToozaDIbn8VYzSEGGNfG+VnG1J0/93sUB0wfAI89dDczf1WJo+8CU0v10rJgBpY7197y/tJRDyfr2ABsckVtaO8AOY8ihZfTer4phXh26Lkg4h46WHauDouecpm6842PbsPRe6kO6s2M1qr3wSGm3XFcGOrEQCb1uxVeFna201BcVohARiVIA1tnPLUw9eN7kxShstpLTk61ESXZburqHbqDkYvlsGdEuJHrD6iMSrppUKegVNJRBQugzkW3IRnx7TJO2wSW1kkchNh5YnE9/FWuI2PYAByovacXbRzbLJcxyA805tVQ62UuDD0KPAJhDO4EA1CEDg8Ju9ODOJ7UVEJlsggX0OjOin7F6QVOlO58A0x2/XUrdd4NStxfu3utGhqim6wuQlSM9X3ixM2BVD+pQw8E5PprX+VoqO2/CV5WnPyf81p2vDwkuvslIAlGVb4oTeuGPNGKfxos/VSLaKZPqc84OIdDObz/jlhoseNTp0LdfG/qPFjJq38h6KoPI0eIG/TDQJkciDMobJ4cdUtIEL8Qx3JWHLghAwvpes2VOOAD+2d+Z8GmBFytNAeyjH1ftB4MCwGTzIADWTQGmPqw2tcEz9+NKn1dhw4/JhoKK38Fh4EGEMTLFrAA/0yuemd836dpoUaL8FAHdhgwQj0vB6olIz+oFjkWPa4P1ZUsputCf4/vaXf6F2x3diad4XgK+VlCVj4THFL8gmse1qnIVUPWOj8YwTBg4hwF/n1RZrGL/TMcEsDc+zwlH3DqX4z+rRHn8cj5r2UNY9/2lh6f/KYzymzsvmrAK3tQn1w4HyQMhE9KDEFQ+6QqLGpIGx/dTK9wbJN6MA5JdC8hPBUwkmATaP+Bdyqn6HgXGwyyk3BjUxAxou/sLNYgeR9Je54tcNaKKLZmaLScOQiZCL/5NGSpKkcJvayUNMlu+rAy/LtjgWI1gputv4bQ64RSTejFF5KsWqugudgb7ih1Yz+cr5F18C/RfML0ORVnMxrQDQXL8pba8B/H165tSTO86I6MHS2aqhWfRPokQvh5K6zK8K5NUaEQiVTcWqINqLrAF3J+Sm4LVf+l5MrNcV5vHd4ycjG0E/kxJHtiWsueM02vFY/3PKhUesrfPSibFbwfvca86rZTwHkkkTfeLa3zcNN2P2bLpDObEvhfIcY+S6qeOoHX2w1JB+pOvze5kAfd5dTwMq1Ci4GXoHbNAMquewi9rc23TiFc2s1Op/QWTBHVm6dRWBxkTdOAJGVSX/aD5O0AyJx0w1lF9r2JVQXDgWn0CSaqjWprZgIB1y2G6Z2My7j8qKOklXtj+E+Dn92Qw0Y38yvyCPsUXYYFHHyMio0NZ7uyJM1Y/ZkCQ+oF//uUEYrrEBvO7AA9FZWGlL5XXUpA/zzuFZCDA2TFhHM01mBoiZiMj+i9CMep3DHdeBgLe7Mcc+HVBhNuVpPp+Bh6bjonHAQNc4+tEoZoxxfsoQ5yXcSDzIkz0p6EL7bJmRv4JM1V9WCzohCREU5beoxDe0JMDXCjLXD//jHsMbf0nBVGnxYFyR0P4B7RdeDIx2A4IJxs6QR0kzPxbN6K7yHDtt2JgdDKX9MuVLqDy2E4wY7zjDBA/4Qjazl0O/EE0MMDBsqfbsFsIpvx2eImxwXgfSCuDu8L6g74ndqXQQJuwKPKOo6k0YD9TcjkZxH5OuCYn5v6zyhhWaPeJnDgsgun0rUZ9mBny8E4tn7fRTGiLyAffyOlZavDCYKl7gaqBFyaRCIpn+7lPBn7Cpt/+nIvxL3PzZZHGezPC6vdA4voWMob2kW37jqiyLwXZtXVvan7QrOudhHDYoigyPA0VCV9kJ4O204zkXiTOeqVzGUZf7JckKxJY9O2nJ8tEbn5PLId0LiIF5onzOOz+RfiqqSr0zI7dJ7Y83GeAO963kMdfIObdhirIfxtB8KOKQuwVflwf22HoWTRF2HsjSPxpCcePC0WwSWwatmT7l7A/hSsGfrKvEGxiesMgC+gTQ04+UKjwfCkH9TUY8O7dIpEZW71TXwE3IBoVSJ4nh9RwToXvYVAZPILuH/hG7lpAe6pfDriEfm/WgQYGHzOYvhMNGX3kRvAbKRL0LkiZ0Lk4cn6YB6c/WTyyx15AfhIcvB6l7WwfmeL43VzDPhpAKInOXlcPGtoiIdELL8+QjCDSKxkwJlEy7WoLrMPcqj95MYVYSMrbVM3OCVZ1ziogOzkElOeMsZtcQ/EzedA2YcH5jmvT3RJfX3gW5XZK3g8meRELLPWBs0AKyZbf7o7QzcfA8Aod5yJHFJ84zxFNJLh+YjnBHqi8Fw6bFQpj8MGDJ/BcZ5+30QkmCZq/FR4KcpXkXwNIFcGM+tYj8/MMsYHiWXHFOnFh0S48Pv9tg9MOCzS0W1QJv+wGnD4oZWEvpq59IVctka3VC9Yhn4uUOHtBCl+BObLQM72yH0eI0zOHCmAAvWB+OL4KfZXFeNtxyFtRXNsaZiaPayhVTUd5gLtMRVQXTkSzJLebXK3+Z4knsEKwT6QL+XkM4/bvhK4v7U26EMgfu/PXyQ+pMeySrJ5cwRSM16MbgPRC+GTLYwZweHg+HsRKO/0vThZexFQafxmg2lEtkzwfkjvOROnY0xxBPFxQFU9BxfnnP8A0YmsXnxNU6pxPcHuMEEK8qqc2rOfysuBHQ3BCQ0/McSKbmAU6cTwA3K+irNQ+hmDbVWFrtq4i4U+QMv0xI6zbb4jRu/ioPqAmzA4EMdaVmKDcuygOe+WCnwJrQHVi8JCBGaB0cgRFICEr/ixVeJOUibgXH14lVTNFeoJ7jZYmSSbhd+m6NJnOms9gqksTI87NeDRSn4jxlYGrpN7BACbG2pKe6RaW1WLFO1hV5EguUXZRwU9mbOJXGqHQdjmKuFXrTpNw2aVERUHP2Nl8TIQWNjlcewC6qi80jOM8SRz5WPJjh+Rd4ngHxppOQD0KXVWYfveFg5MYPKWYnyzYwzvNyOs5OmdOkFBveX6AQK8fhXRnCJcw3iygOqF7R0x/5AMbOvlCVG4Q4/OeXWMTnuS+ApccBUSf0ZGEgTLL/E/QvMSVgcmNSf5o0OJqfW5A2xi6Tnt7xpnyM8HV2hJkFFtc5GydLQcvrTd75UIUgB49+k0F9c0Qqd7jgxWn5ozOigNVi6gk8lEmoyCTXDXbgPmAtRxE0hgbnWSTxxWJWmtzjWYSzKM3IVL2gcmTcOC0Mvh277y9mAxTb5ieKh49gqg9Oc08vn95MrhXFzaNJLTSEZ+7TrhIVwviBYB8qRN/iXADM0TpZDvz3n2q6ZUFOqD7E/HPG1lermum2DoE2uUSBih7pJ0XBPvM2ghTNOqzBy6cEQjmPpIvAb+hFRlA8Iq1TlRyB/ZpwRzRcyhIfhK6vesBQ3SEwlgzvxPKWytFnPUNDG8Kq+L1jXEDHJoeloWwOZdHfAj3V7s1JJ0pel4HEsVKLcmPZZ9ASOu65seF79Kh815uVi8bu+PDwnjzxj7shFIvEWUfQpBTgVPqfzTU+DAsrkEpeWpPsrCXVBg9jaAqGHzPJ0+OFmnPBCDzvdL6voc6wysNq74SbozvZF19D2mgP7qh9KsVZt7LafhLPGa+LaGJPksY4PyAM/d1cegpaNFktfovNboA6xwLEaX6kQ4aTItldNsWI2L1IDtspwHNtV5IJSm9p7SnE8suv+5h53toAPqMTVLXNK4VXior8WeIwaxruHQ2Terp02DAupb5+j3zuFO0UTLRdtqVA89+R5PMHwEOEhD6+h8sHV/J02JtQ4T5FJC9PnXI3dq8YcKrILL+SSHctYoIJq92xMOxldGDJbJwYdLhUSBO+bk2nrU5SM9zKGL8LwmkaxiaGg8ByOirldmsByTN9CcZjn/Gk/SaQBTOOA9S1gR8BOkBhEX8isu9xpEx3Txydb+CrngNwIhwRzb9+LkHNpqKWh9HBMEDGw9vuqvTp2NZWZujXvdZWdiaxcfdruny+8Xhs7WMXOVZ+Db3K0Hh1jc5C7oZ2MCD8rp1Tv8Vxd1Z5+C8Pksh7cfGeFuziAp1V5uwP9Li441flZ+AC9Sn3Vp74zHf/7Cm9EVkTL2SAJrfwrjoR5eF0ORifxKGwa8a4rwLTuOf09F84LuYZ/oFfrBbCz/5QZ7DC+DnjR3+4o3kM72g9kgPfZiYiBqSv8G1QDDNJ1g9UCNK14FZPnEwE+iEENEhBKvhlCjrN1ZDN0Po9soDJgA9jreOieKXIgPWLS5umNCubMBXGV0o2E0jAm5p1dIGQByERw+nvaPiZxIsdkswX1YaJ9h1wn49BoD9B4T25TBnv/POds9YOwuL3DLccF6yC+o9i3/2ZVsqaZISO5PTHHtNbkQRXS/58ve/w0m2GYLg7wg0PLKUmI334fySHRaszXzC+0Y45z2d3tYvtnyhqkjmP1XhWwdg4dSdilx41vPjuqaxVQ2k7fyyRMBrFmUZvUNbgt9tcfJMyop7jFqGN6IiBO+Fxa7sJMUjmUIUwavJ297O/Ije5XdlLHpVsAfvNaLsRR+M/pqoyTs52e/5ZMhLvjjwX4vALzkl7TtzGf/EsPIP0vG+JSXcn1HIfF8IFUCUH8YfFIwROHomR7yXW9Xn+Hqi9mySuQ3cEv2KBlMvWQe2h4zIPGMf8opk5/0gBtp/1u49DyG+Ix83X9I36lc1YbeK09xXtwh928RRNHDL6Rdhq12rpF5QN5gr/NclvH8aZNxdb5j/COvRm/rs/oIz4iMxRPKjruY/9/hn7Ud+U5TxCXAA/dJz3S+K/nVNSZg3XQD0U4PAbw7YgvBYf/k04AKNJo9D6V8+Vd5rzgfNVQfzgUKugjU43rCB6Y00JxA0GJrPX6bynC1b179pnKSG/Kn8HuS3B+l0PamKgC/MISLdqfb70hKSv/iYihYcRHohdZrvw82sBm5i9awBh02oQ3NolB6CxFISowwhRWxmtGnGEzYTnMSRMIhXHbOgxO0ksWX/DsjQc/VkOb4zOuCE8doJ5IFi6N3Dc96bNKXAfPLMPzorOwQjBJh1enye0xN/bVfWtK9uIDrA0k7zcBjhxGbkiiv8JfMAZwwAdsNaDrgD/hkVpTxRvd7Ugg/FmLdYisoF/BtH5ffsOamtJoBGmRCDj3Oxw0BbXGwOlLEIOev5zbsJeoffYAHy//vD0/0ewIXSsxe2bb+5YKYZ136fnEOfnyXrEuIPicNnx0tC8RWcZrfQ5MrVm2OvPW1CX9KH5qGuWuldsosk4f/hn3sZb9ffUBx3Iz7dg8Krcu9hqpcP27asplzAkH9hiSSPFXCL+WXPweEZ8FdBE2uLzj67Ara37szetsyNyd8D8Mca6Te1LwWA89QzIT6+0+KpmgitS2Aix3nO82L5rxsSX26Z+QsWfc2mnQadS9bugnEGAPM5qmF1M9EHn1xPUiL9QS3bIb76rt5vHgfrbzZn7d9D/+OU5+ypB6e7A5pqDzm8qLa+or+P2OYKhrhNeKYaYNQ/2p4fbS2LPEivKdaVN449sA50J7jJVw+itHAUWmASa3DREbhBfDZBYKdA9ncgvt7kLxhrAawuzh8MM4PShXW++fr8/XrF1fHeF6E477h/pBx0gbFHQolvDpy5TwetL9BLLTTvS5KX3zgta/zBf1Yt8h0Anof3Lkdz1CS0t6p7Rdp8f95WcwjR7y76h+ofj7f4tx09yyafD/X7N4CjhvvD2Hu5HaGNekf0I2TC/PGN9cmUrgnIJ4PguIK/lSkYAgEj5mke4yKfcrFoDtFD1+6DQoX+RvQ04+rcCO5ny+qt7iib5zNUZ7jPJvrzY8BnMdUOjsOmiN8rcd7p4OzIsjNfcIQ7e9OaQuwIprmys1v/+Mv+6+CYx32UZF5ogG2fYJJc+1aOQ4nlfsh36pS7mwynk8rKXfvJMA/x/ebWT7Ers3vBHIcKQ5bXnAnKgsltS+rCv71VA2KxHcbpO3h4HS9K/Z/In6+4U86t1nBm7k6rZjWkNnnCL/Y7rOqkOxUZ/5fAQ440hPEi+w/I7LN7rYX7cd07lrSnGZYsK5Ji84lG9yejmbxz8G3Rsx/eD2uObi/IYDPvcvZjkGvxfZBt/2A/TOSPEin6bYPxXVXxR9O8aRjuJ/9eH3h+93Jj30nrXjbaZVP5yfPNfvHyB8788+ECRGbeYNlARLmTdkOUkRg/Cd1JqxWlF/hcvL/nv7Ol4HOU0zkGBltQ1vySLB9NX7xO+ROHj5iU3z6lwTl9oGqOT7Uj8OS3FbF/SvczqybM/5LgjlW6s7je7f1AwPdBGL695vRtxOSqc7EZNJ/GyC99CAd3d74/Hd4zgePbtkQMM2TKQ3goku9C+3fvkzOabEsdtcUYNpYNkSyIrEFDYbpB+MKHIj2/mOQUSn/Df2OVRmYw/T1C12kRs+R8pi7hHIuIsx33lxaHGV95XtL+C1j497DPsed/EpzCN7bMU9dQ+sIt72YvduUC302a+oEM0C8rBj4uibX+SOWX9iMG98FD3O4BcOd8g1m7pzcwWPP2pZTJd/zWOPHodvJZEiViMqhwQB2Xy+WxrIJ/4BDx4b+QdKmnaHffCvjy81t6rXI9dqcuHFXyF/y+T7kuRN8F2WXd2TNWhWlhbu1xGa1GP6P68+AjvjjdnnKyeNtO8iklaixUMeFP/1IGSoKv29UrORAdeKcNxyD5LG6CcKe7l7lE2/3b+0B8/F67BSO423b4uRfunkNh1gzviuB3ugX0P8fWhY2zDxM5+vYtZo8HceRMneDe0AtOB8YZHay5I2Vtz6O+u2pNRwX/EjSF1nkyo3xwaY9n+3jF7w1JjjCg1/+ePm4En3OYO+RzPrR/U3TXygw+Dve8ODrgnGgdwbia6Lspr4u6T1raNmA4YvNYdhtRCZeXWmT7fvt5cEQfyv9b4XRjv784v3KpSbkW/1Lf4xw2FjPQSAv+73N2w5soj+KAlGtaBiNLyYTuihHfXQZawf2IL/Fd4XhxWPT489m6uzsq0X0N5ved8DNbGITQhWl4q4/TlsZNYu7pn8c7EzkuEyL+S0A7ywzZPSU4CHpNeVa+JDYEaOK4uFE6q9S54PVLSTt6G6dVH+dn5xtLLCr/UmaSU2JGbHN/6hFdM/yi5/lxfOe00/qbUdyYtiFZ0oIwowbahn4UAxpRM6zJeaiJOWR68y6/wP6ZCVcWRPOC3GRZG7ZgalMZ/ClP+6coFwa/PDJSXnVqEZsZir/JfNBSsbmKsIqHdLp8hBxXCHlO5pUULsVuYktJ/2pV5hly7Y83bK97f0LR9ZV8J9kHUNirZHxROl4BstwugD4XUGT6R69WeI0cSAy9zrcSeahMd2EOEX0FR1am/1//YT+SLmjN+RZG/Bn4z2ctgQjwbzmBgWscFf2l+gjfwWd2/eG8qcaYHf88cslctvp7pNLpG47iW+Ue8QdA/yHiVlyG/4HNAQKt/D2JtjjYLzR6XS4PPT4k2EsUs+uJH1vmjIachfHe/1+Ic3HA+9mLu4Wq7YEq5DQaBh11/YJcl4CHT+c9NsQGAh90W5dc0dfehPErilcdZGaadZZ97139KwJA317qaZFZ2SE3+hLqwoQ05Gix4bAzNE921oFufaIPnAxDvtJNH3VMPMl8vkw904GXSmzCfSHngzIicQkgHqMhcr5x/SU/ESYzJyjkXDze2+WNoj0C5XniITx5MV7BDNT8p91N3Jk1q9Nx45Y8GGVXVpF35z/R8e0/TJ4hdMD2lM1Ydg3/2Ic4GDnPHwZW6m20ZZypBBrmdZHNFIDS5rBPPcXfwT63mkn+MQMezvqXUjl3vkt9xDe8IlmRoAZo7BnEwQmeC/TOxWFxl+rkGEfXvpM5kQNAFwk5+TRTxn4eNdILZW1eVBq1mCDF91PsJkCM1FSnz8627NlR04uuhU7dYsYMhWDdDAn3qKpFK2CnqZx7DeMcI7sPL0Hh4pLMx2UBTEn0wiTaAmG7XADAcG6+1EgczmIOBj6Jr8r0leFUeL+X9MJMHscFFENQEL7GONhlwp+B9he9TdaTCdsTZz+XyTdM6KFoIfsg1pJm+4vojJp/DrMIRu0Ify5uP7kbySFxKnyOOAmgQH+UIP7nzMfq+5y450K4MnbvqYPwUnDn0tEJvGR9SOjfQuVw+y/nhk9cu5lycLwcfI3wyKXnIJ+c2IE8kwsQcHdNjg/w8zxMOAb7m7rgufhoh/FcxsxKKQ5cHHlxYvX+9PYjWMSAgxVraVgGwACh3yvc9gkvdNLmb5L7mxdx7S1zvsbrUPetj2zHemxBI3uA8yK2pkx3gSNbr9CXkujv9e4H5CT0QfV5If1/2CzwHNs02+a/EYRPmGc/hYLSV3f2Hq1c4PF2hnX4UfwLrjEzrOyI0XNfOYfyQ5e6e0ns8wDl8Ge/DAM4p3uf80g7GZ5Kl9bwmY+t+Xc84Wv3mjNLpUni/2Lc7PZfXtRQoCuS9/9RGq9XiiWssBX3EMyFMMSAIQTux1dHFnm+2i4gBeWOS8eyBA== 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 Q1NHUEhTCAAAAAIAKLUv/WDUIZXAAOpOcVA2EBBsSwdC1yVV6L3nR4H+uZAEiXvfzP39APH9Ad+ckyOGO3fEvz/sAsYmsSPifw+ks5I9IxokDAXpBAAFS/Bo0Tdugqgaz31VVSqm0cpbaZjLQFXzIvtmbrbbjxcy5s8C2LDJAyyfRwGBb+Cla0XnAyy3/DYhADCnHXmgMUB0aFBfsuHENhJk7M2KM7VJhHxWayy6Bh0VY5EURHNP5QN5aCbxMY2TPxWK4gUK63edpu4PMuJ3uhXxYVYyyypqPFRsjU1Er/U9OLZ+0AfyzpWg++XTxL/hydy6kkhf/sWgm9Tkx0Kc9NUloxvWRoivklGir56C7cQ7JmhI501jjAXZDGMfBnKBoFlZA/7xZhYe7A82b38ASO/PBmXswT0ByKm228eEvA/XnO8AgKDdujT6Yz8mz9QI3ltgYH68Nn4cBkO2YuIMH9GdKDPLNne5Fy3HvZdD0K+BxuwNtq59XHL9aYfL+ZO0B8mQ0UW5io6z2KTPfABgG0lK6E4jaHeIIFDNBw/mtHQA3lCR5d77tllHycPiDIbQWNvhTKu2HkghcKNEyDUhMddJK6SAw3d3IeOAW/XcVGbMPApgwW2uLFklxeFHFMhGYK1wKCpLvZcO3E87ZOFiPWCMm0O4lWWO3uNR3PNSbfgBwReDVXycR4dVhyGkQd9Eo8AP7Jn2HI+yPROyuqkLKTdVkH2LuffKAU1ffcqwNeStg8oAoxrgtZd4wutGQ3P96055emZ4qK/6Su7FzbK1Tx470QMh2tHNpjGmg3zHug9FBEHAvN2JNT5w6K3YKO69cgWeLegCv2pQ1VeX/hKMrXZWGg1uqGD6lvOCHja9bkoj6YC5RM/ReEslq9pLOOVsxR8Cffcxl29pzVgSRYxzmV/0zCQbXKsIhD76Y7ev+vbgW8/TQW2U9iQDrDpNnWV9SJTV0XxYx0uTVZtKDFYL2i4kIQQF6IGO31bEZSH63BVquHHQom/n7OXgJoQBuql40nnZSL1uWbuZTqYnu404kXQnwTFeRLioRRpbP7L2sBQMrIn6D4KrMCVbryt7BDaBtINNRYR5hTVZY6F14T4oMPnXI4QawdiWjduE2LUwrXaW6hL30VDZmV6EoMl17TQmcrRK8cZUERrLFoiNWZAHiNEp7S9+51R6tbWSNPFwUexGEv9eoeKg00WJU608QfBOzYndNimC7PKOGU4DIokL8IMwfjvRamsDCxcLne0VZ0Q27+QoD4IJpSkyxZ90dWU7xOBIEuocQ8zgRStSqdi4YMQqb9MMlV1IqBb3qCniRhXSRFXJ5C790GKP1pD37U8rl2mFQgVvhuvnmwCYIFbBMjvauurG2LTKSwvj2K0ZPIzYrOXZ1LniLhLhU5HGMZCQJP1La7b58EWQIInhX+w+mPK55dWqPZFo8umkw24FH7xWKakhZry0CpkUIFSrrFGx2oDXvKSkEq2sgvCxA42NbCPLk/uF+XTiZGeBj0db5warNUICWcX0oShYxiPSa4fZmIU6DxTGkTXRh4o2GRw8mmBBSXIj9xC3abHxB47KieXTEpypn5qMKRIQ9RMTuxlfG8D4BFDLXIME0uRxEb02mWAkkXbfFqX26g2d/IfECrQqQK4EUWsMlFBCCZU0X9+1zVWzWSnPyKcEVkYAGlQJEyqYHWaZ5qbL8xYM1DYJfxY2BZsu+aQUOXipXWo5mZm1uXXwVUO74jVFAJK6wdXchBjBwgYqqV0VNjBP7OBaE0GA/i462am1tc3gHBD3Cn8xcc0D4uI+WwwxGHwUAQx+EQODCciAy5jAYJkCYDCMKBgMNgpNjiz++f4HpRKdEUeMz/Gsmzig+GcFVk8SNT4g04Wh/zuC60V4H53jbI+LnpjCpmdW44fNn/3mD7ETqfL78IHPDuR4W0MCkZ3dYPP8MEyMXsPyrlf2mj9KrKNDpXefKC+xE4KFnT9SHXGm7OybC+L2KKN0xqvFLB2KdR16IOgHXtEjb05hWWcX8mStogJOZ0ol8UK1G9xn4qoWhCfE6D1GEGkSCYIfScJm35wafbDSFnkrhh5JxtDjKu5fLaK+jRPfzjir+z2Tinx36Be3xh1xRT4P4+xhCAjddQ3PaIiBzzmFUg9G4b9j4umzeIjVJmBU6blIJZ6qCAXnZV3cb81CdV/Ju650JfZc4Q5Ndiw+jKtnBAwhFIibpI8gLvw4F/ZIULaOUyK/5wQBEQXaqoQCO6aPMyVSsz4YRa0D+RDTl/zQ8lh7D3qOI4OuxWnAb72gNQJE6JH4tl7LtVCp8++LBjWFSsB4HrjXniYb6h0w325CUOieXoMvbsPRPR2gfRhPRA/KdXsdE0CfV6/Wsm8LXocI+fOkgAMH+D4RnV3oAc4Q3ZMw7UFp2D6zX9eB5bH3i+bdCgi6rbuajbvRkKGuZUk3h9TE4BTB50H8UR+eEOB30tr+q64SqlL6ZU/ahi5gvpsNotBj4NeB+Tgv++I+CPfry6YCOg6B2a9hq/2zFW3nNmbdM8z16Rzb+rdivg6Z8cu8qj3DzeSLW7EcjWm+h3Lrt2Lkdb4MOn4IKpMu4w1Lk8x8Tt3qQYkyTiISiIotdhxK3kcA9/h4F/hcPl2Idd2Had2MmOH7XEY8TRo0vJYTxK6U6diZBhEhE9hmQdpQ25+orhdB+ohrSK6hp8Ne0l2YfeYusstwLaTpFdC/ZGdhfzbUMMhQexYtknUAVkpyCgvruy3icBMIdapq4zjLQpdhJIDgKUIHoUrZ9VCwfpBXZu8RZNxrYEF+UxtOL9Qxlkpi7kpAO3raa8tniQL1RAqmYXQ2OgqdpJr0/PpsMHB0MT/Pnmml5ckTeN8E3k7SKzRhGlEj0aK9An89R1iWMxqNJ3GPPkOCMoiyasPsk97LocFRhBVcnSlCv8/sbtx3Avf/AGiC89Tj/xQc0WQQzsFP9bh6XxuplFzg8vGDfvOCkYt7vQcmtHgmwb/3Q60zVoXgW1TSTQhxAREEg/+PyofbAxrf9/ehew4F2eK9Bc9nhe9JOfLoVkGx7RV5F6SvEqk3qRLbf0qM4rRs8OEa8lFbJONaD3uaYhrpQXlEExY7SXF5+7h+QVE0vgcJRK+v4p97LdpS8mo8lfmP85LGImdSAsKDKOdGi+W1pyKugyZG4caV3YVshiMytKnQqPEoc0PlJOby0/f1uBgztwK/bzKyD2Hg3Ex+At8DXo8u4u138656+DoyYJ9AW8MZfPrSQAvkUAOQnd5l8aMJWIzAznGbW6LeSwfTV0fBWxfT7su/j0Z605sRxVtX6vPHQsDCuCR//J/5NqGmpBz9CxDxFuNhPh9ujBfMovn1xmLPZ5JmFzkfUwEctrXikUycKCttvVERszFd5N2f7cDfwymz92aJPLrJnxdk06PxDDwh6KKD4XKltYMlJOUNwHYtBy3Av9tA/4hc1oWrQPA3hCWf9OPS6wwC7dMpKfAIXvi2W1nP1wUVPhUTizIK2oeCDWJWM3wgBypCZ3pnK7J2ZzHzYEG5/OyMZWsWkq14d5KdHl8Gk+JVKYj2rZ3ll6GQ7VRP8a4VxeFTRQuFr6M5usWy+7KTOA7DqpPWaySFF9nTcK3b9YzQ69BnruuFk4UQK3OeOVnvtYOawcVMxzJQVc+sLTiTAq5NmdbizZUrtpE5w625k/NnSAPcicER2pnZGh2a2Hfl08sGMXYf0vQ/+gSaOyttwkcuYxuGhRtPwSvXLhbwNupE77eXAgUCeMNAJ/Z9WmpxqkL/j8FUXxrrUObCh8Ek9oYkYrJQ+C0uwi6cverpCjTbsIqK8BQUaCcoQJqmzVRr5C9JqJcnoYZxXx75/wAIe0AJUMZ8XlW7dgja16EGgdqgTaO2qVzMVlyh+OhHOspIv0dfWLJ3OJbuKrWcXzcTpYqQta8zoIRk7uwV3EgrMKJyRvbJC7gF26eAVntSy4w3ElIt6vL6fVweLw2jvu/BKqiKt/fQxrdfm1z93OsTZ6WumMO4XXgFLsI7RiLbvp3y+7ITm22kQh+HURKZGChpJO02lLHDPrwRz51BLySVPtihOXtQdmLOI+TjzWZL2YDzVHhLnMNAmNHTcU1bbHc8nqAaI0k0PN6sI9Hk1mBMtcK2jEELslUOHAFgko0hxANEUavXyqrIEFV27RLcxBotW/Zvdn+piTVJUYC5k2jeRuoqvVKFPIbF0korqWvXLUzO2KeNZ+MwFkHXxQQ8KqqHJ/niSaw7+pyBGzxNBpb3zNJ1WCUxnOxgi+8AtY1dUeRMGARkiXjkS07MCoa4+NRTolMZB5/aVrWOJw82LARe/pTlSTaQjQfF/NAUwdq3PgBwGVjMjfpYVJVo2FBsPNYHojjyAQoY7C5jwf4pysrFHGDZaRifWnTo3YXIV87fKrcpi8AHPJniSbsrhAIfedKZj57Baw8KTaWGcVSBM8V+FqG0YmGHiMgAtnbt6o9t+9rHrSQw7SBVd6+RtDxmRlOn2mZVwosydTPOxdrRx4ariEMaGYFk9Cl9eVOZufuHYyXjzo1dYlZuEzaOl3II2BJMxBQt4m2jTUOgBeKN2caKIUzHDrV9+jBislONthctQLIx/HluCgRUcA7ebQm7bZo/WvblHJKSousO0QPuw0rRn2zcNMkCgWzWmSYS92mNIMNa2bFRgdhCKZ17wxJHtsDcnq5QsyWZ7ICoJGxMCqpTQGLsHzyS9iWpWpIoWUlxb8+QdxfBs9xg5cQmtcXblxqiOoYx0Q6lwmKXjvo97S4VgWNUAOFOv/awsBLiMTaADAd5OVJbCkfAHxzpEURNlGO1a1xW4TAT0sRyOzkPkA8fcHo8ySyvZ1CwE3SEtjPS8sa0+O1pNs5Ls1j/AJi3WcCqO6DUsYtUavGmc21nF5W4fYq4xqH6wDWMBU+cKdZKk1QQvE9vbHWln8us0tROdnXx5yhN9QBLTwekp5dq8C3zsFRbwLugfjrHAPrHsvZCHQWkklDoMl6jaHiJ9K8BwrA7U+opNFdsmxrUMBwY6Vl2weq72yIfZsXCErrwBpiw2BII/0itJ8yr9JFMiJWTKt8IlcfsIutjKmw4WxJ2UKvp3/rzVVAKKntZP0rcpSsAzF+y4PumiWMCDqZT8gvRzvZNLF01BhGG4DqQONLnwUDXicLJN9bayeNFMOyhtgdZKaKESqIPRkFQZYTaMQUI0b91wFdF0akh4fwvdGV5B5MOa2Cykt0/B12ugumj68x2r2bvN0wlv49DzN7i99ot36z83JIMniOU7nIVTD/pJwF/WWDulDVgP0FhAn5zldZ1FZhRxV6NDIglbpr/iINOIcnBM/RTW4DoQoE+FdguN8H/lmIXKz3Knq7yiW0Wwy9H1u0QYuH5fnf4BmS9nwYBUqd+MoI7lQSMXQJLTjPWMieYxHvSEqomU3AfFVdi2K+N2woIRrZTU9SI3ygHR1Z3oYf0YiCZ2xaUCednDe5p3FtupBVY25J3NuqNp/jJ2sZ1MlNLsp3gQLBRqi6zuE9hVF1kssiD5fTwsxIROuhd4GOiZTROnAk2rPA0GHOYjx8/o2XBEdBxQHvZhVVV1LVs5Z7mMmWkU5okFMVfsHTMBd7xnl/DOghe1JdlZTgZqWGto/f0Zl9avuUI1OUiID2ajmv31oVdrkGR96ti3KeOEMbhJa1/VtziYyHer4w4fbqeY5si7fzOEs5/sVaNUWdRYH7ZL82GufL5ITksX3fVtgUkev0O+PfNAxzHqE8nvuaL8c9IWfYCHwV9RxABni9daIsr92Uf3EqPDE9HebuFaJgbxfhTSMy6VTZPFWOXS+T0VAjqdtK2/qu/UJUaXxYbYegC6LsRqBKCrPHlLoKv47n1eVF+eqvhoxdz/JwG9DVYIqarSeR08Ef8jTJT/EgCXDcjzYquayDrp3Z/O5F6vBH5rIWH0ifyHTPCY+uRPsR5/c2FGvJlSkcjsDO2QUrWW3go8ugpMvuSirDPQRCxXGZdmzeVWvhorrrzCifhVFXD9Fbgki5enqI6/tjshIgeFJnY5US/jS04GL4fFJhpTPT/xFP6nm74/cq9+zQGDwKCmwnLU+dabIv/OMl6ssfBA/ItJB7QjcOYr4xbu8mu9kEGnZZnv876F5fJJQwFYV2DWgkiUWJEZ2pa6oOMPL2I0ERhZg5DLjcYa5b6EBXpUFm9fjs1VKumMKerjI5tjHLu8i7UwwMYxh10orrZDIXxm+wRL0tIsJcYFbcD/qgp1Gluvh1NB3O8RBjbEywx7Uw/gE40ZXXA2sV9yVRZp8s1e3ROdRzWMVunz0ahWlTVAeCAO7cIv1oQqG6P5r3Uj7c34/AQc+BmTv/R0CMI6YM3TYrQcRjLYJfyQsiXokzWGp7goFQo7XShBSb1J8J2ZeQjSyKgRjJFR9cLIZ1GxZZmmRbp15LbABCTQwQZ4MbhJpx12o3DODyqpU7zp879oqoWTCLglrvYB52KOhMNI16x2pbsh7rTVau+8Nyje0H1Zpa3nsbF5ThOEsNIN0eL8slRyrGToAO3Kxln650QHXClZ7xpx2WC0zgIGJCm3ccRBGII45HjZwMsTjik5eRfJLRNsXNiEz4e8tFhzwMfC61ShgLE1V6u3LnGyfqDrdik9s/mWc7FYc/OqZOLlTaBlSngZyasNmWai+epDWCN2HYS9XzfXpR6uvwgXOtkbFSA5tFNDW4Iy16PD46DBandhFlJj86lsXdHtL445FNGKJxVdaVsRRFejxagFkMGt+/r3dmUZoq02wicJqexI3vyjA8+c+UC3wGx+F+ARPjOAGhOgGjswXQX7FmdN17g78VbBZY3Fi1BPEl3VwiQkzPFacgS/MF7kCjDDnX5DtDNGK7dxm3doeWS27Q4ZT5sQbYt6wNuRSGSH3nhZmegm5KNxIOV6fGCy6hiGYoJEQoUiZSICJEkSRoDAusCyLCWxQ2SKLFNiA0HP74lWofrMsTt1zbrC1Zaz2YPlecbxKG6ATdU2DKRfQoKyvMs4T2Qfuq4POHapK61c/8swUUvH/lfjJwHCMuG+NlNrzFuxPCVlUX6nb60vgNBvpIH49WMfq3W7IQFJmdEevbCQNdvmrd7WrCPfobT/B4ldu4Vf1xLXFJaHatXDykabyx/4PzAtx/8/24GPsuLlYTBipNeR5O/5/ZArhVnsWc3Jw9Wl1nqn2DG8HyFi2mmBIeNK99RW5JiGdc7tvTVDxFb4qo/YWmenaztCrUdYyTJF3OvAyK4bRwzk5MNLP9d8b+RnwkQu6DqwI+bOQvMB43MLwgCJT9c9g9AtWd38NEdgDrOu3ka2jlRL9vaCDux6uyD6pVL6M8IP/ECNmcvt0SFkw9cfSemG/k0Lhce4rFsfvbg7ID+Vxz+fnI08rHh8P3Kb9Jz/6s3wsnq7FlOf0Pvyup3mAb/8apyLbHD4RvMk+7co4cukSeh7AskxuGMBOuoYyVC1qGu1PWwYcv5rTjrOiU/IyFeuBeypOkre7Wcbu00Tf3sBen7eULDvA7wl2Dn30teOy/tv185KHmHxq6ULAoVH9ASfkKKnf/fpT1X8JWjNtjZ4zpxU/U4iO3XXwLFpoLra3v+LtSWWMgEMLPPGsDXf/MExVtoruwlrxvIfeLtUUWV9JfR8OCNSGNMOFTVtDj6HPwGn53eXGqTlg+k65/PfEBVnM2vl5+TFB3XHnDG8dCCgcvzk3fE9zPx8pNVNMPHaEbg+ZDCkusPioP92SMPjHcBrpwIUC7CszJOrWobiscB8PHTWfCCc4fv5xmRH3XCCYxVcN/gtmCUL8dL/LD5RfQj1X9ArIV/XCdgHenwP7CZGd4LgByGlI0fxiPejpn8PT6sCbT/qIb9xU+VAy9xWOacPHtvsB9abWrVTxvufDDlvzgirssTvjx1+0zzfBKRIaIMV/4m+k8Wp/E+Kqm3s1+L3MCzc4e/1BW1I3yYCMbw624lV66O0B0UX8MItK7a3Fn+PKxST+NdL4WbrVhFQPlriZ2initgb4pl/fVD9WsQicV/uSd4Iuq2q+bA2ZU7uUB7rH3GBBBXVrzvOnJ4vPSqGY7GeMLwf+TELlyEXCn8a/ht88CD3kYJ9HnKWH+5q5yY1SEbXI6msNF8Qec9QJ33rHCE83Dq/LGu5bxwnbnRiDchgOn/fl7Ztck+TrzEhNT3gN+wYJAzA93Tj9YjWcVoHY3IoT4FEXdILjbNEx8+/lh/mred39qWkmR//K6LfWz8YsVYLolhk3PoS9Af3vq58Ldr5PNwVQ== 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 Q1NHUEhTCAAAAAIAKLUv/WBgNM05AXpCIokvEGBbOjgJhAgpiKZKFXiRZKXSFIKwb1SQ2ScAICC0L7+Ksmqqri6AhmAQBIRGDwmkCHIIggiYFY7LrzCQumJKGSTbPNfDkw8RaDw3lgCuALNgF9KXMJAfPSneH1I1jcQiawNMyA4jxZeOoYBoyRVJetSCIC3LYHaPkdWcFk8BbaPpeJPlknpuzmF5CeHlDnIx40OoYraBwSeOSzbrFJYoSRt3OimHgGLyl8YWTIenZHoL6Y1/mU16IuHf3pvbEaOAbOqPCEFaQC6oAvbYKw6xQhd+AQM9X4J74S56VNBYFrpdz4GyGbGOdAKLJ0oGr4HYPf36KqsgmsnQpetazuS+wdlgYbrtEyEHXozoII+FNfwnqgixFBpogTVGNQU6IXo1/FKVj5RQIvyGHRpfMJ8UpuXoG/sKdGHAGu79US8SkBkzP8R0p+gTR5MJrnkRevCpJjlpT5lOL0LX5auiughxkvtKaKSeU+bqQWqA/RLrzG3tkH+KLPUeCSo8RgFH31a1hzt2/CXyXybAqvfH2XNhMUpNFcHqB1UGUUPSfdO0fgSVKmU3wWL3NcN8iCVgWnTF0o+xSij/1SW5EcXgd4M7LM944XQiN+Wn6/FYjqzh4rsu93dmXZtDXYZMaT20dIfJxinZi6DFwDSCxYvIGaE902Bc99I2QBWYz0JCSYLNcVspLz5AO85boupLHBlBm+o0em4VxkdLa0KXIliQyeSQNrt9mNySgt78YvyLYeUL6Djr/ozLyy3cCLopkO5XWf3EejjRmOO1ukmfpcXlFOCCPEgk2XddGPQeFF8eS8QDRYR2WOObrwqxxYpX5UG0iXmUUqhvs63n4LfnJ8hE/IeV1Tu5rKuZ4PFOo663IEKCK0Y44YnlrX8g1cIxYXn9hNzUw2Dx8rOnsGeG8nijl9oRaa04Da7MTxobo2Ri5TfkSLLSeT6INE4Kx18FoSoWluefpjoEmSH7S66+q1U5nqiGFkdLcOapnq7fw6rmJbAEeScACo/AqsgNsQjdc+jzHWT+eSKWM28cwnkYFouuaRfqjEX/CXrUfBNy0dsW+GwroHL+UyYEiTHnqE6mhhOteKoGHzKWEl7fPnnBXOF1oAEAAqi4DyUQn8CLixfOLCFma+CFVkO8nVRe+Mbpjr6Lr+CXGAiNtx9aeo96gnNGQtddxWbLL6ti/O0A0WZ9I/bSIj6PM9C7h6S5+naNqqO4+jlJDKtujncimYGzX5cK/VT3g5OQXdqvfEtqgpza+0q8LL6gKcPzHZVVgR34g8RW3htSyqdldU4TzKdEglChrZSAhlCZ0ZmnnGUmOKTe1kohPQQLqLw6ofhdbyT9BnK3PAMR5yu1gunH3BFGdhF/cZdJACvaR0TQpSeu6NdueOyikL7cKL3plUpWFj3eY0inHo2J3ytIRkMu6X11tI0SJb7v6ZXyKQzj+67qHv1Sed7THSocgDxuAARPxJV/ZiJIIM32aXt80Lo6QZ9bXKbJGs50jCrmJ2JDgh4BeYLuEiz6IaaOtKVqMW2ZZPY+Luz4hWNNJ+D4+Y+xiO7hiNY92P3+ZGCtD8BR4K9wiC+4OyPh6xYgdC7IsfIlu2KyJmSOhELBZhAInxrGe1MLR3TSl6X7UKh50y4OaF8dn5lLqNDmt9TMF1L0UBacSeMZetOcZL8aVfppLmaQwlhHdfLE5IiHpw5tDSPGeeoSEasfkhUe00mUR2XxXyaLvRZ09DJFu0+w9emFBfa8aYt+mbUaJTey3QPQkzcTyAvhcFFZUV30toGXFcrumnjNz0gu+JDl1a5RjMJdy87oWL4ne4XaFMd9EelEWEZ2pvGPB+kg7EBZqbsVRJ/LxrFwnwN1e7ev01+DW2kdGkmwCFV5j455MSnEI+A9/lMNK0eDIelDtX9BMFDxFyqI4AoYEuxKcyS1xy+6A3StJw4kSloW5gPtcE1naqhwC4pD25A65+bolV9tfHS9pNAlHpQYYgCHVkV82Tb+aj3Xswl9dqJhdzKGeu0W2n+S8euAO6h3ZFxui0Sz1bKY+S1YZLnHASb7hWARv/VEK7e6dtgnnAbLlkA2m6zJl+ta2KE1R2zx8wUs7x2pvnhMQescXQrmuignwWH2bqdC/A+Jn5M5RHgUp1VeZ0KKx4iWyGtyBBghbg1sg/cJqXwswuUnai000BQ426YwLcNJ7TvK4hr5cfuLvFkBQCQ+YgLJnrgov5Ygz4d6T//pMbQShDElpREP290jPyQEIX5GBFyeoff1lVmfTTamnH7lihx6b4PcPw4R9q+6FWSjXrgruK0KgAVEuUqVjMGIUgHkcnMMi6IWYgSfaG9eCM7NKbzptsn2JDNp5SKVcE20iGUpYRwgL19cKGguFK0CDrNopwXOLcuNK0tp8glsChRUnIUio2EpgvqGFU8nlZR4ETVuCbOy7EHIpjkGvCcJ6fQoli55bbKAwFm4ebGaKbqqRYkLdM3eUV5eGdwCaCNzZddohVSm1MmI2dQ9LuDBHlxcmqOZWH7MbjMItGhSLNkgi5IvMNGq2B+MkPKMOTOYy5UuMw3qGCdEZKArSwJYTI0KtChSNmraxycDBErmWbJIt+u2Ci6BJVw9chyJYmzLtXJFK+wqM1IGHPm8ufZmCZZLNEpAGHOB8amW4hYNa0pmFgDbfToZ1ZKZHDFKyAVHpaiK8GafHdjW1W3ok02WDB27aTUuESWhWAvgPimRRas2pbW7gDOihCxGfwpwsZWI+sGfzV43XKe0AkygQYCNxmSZICKjQ3pXVYRWCdPxOLNgZlJNlMiUqMeT+WZvSOzKkaDLXTjNOBnT0bgGZqJbSDVJ2CjQ6eRW5ofIeAuUS5QrayqIsAf9S/qywEh0eJWSiCbjKAxs2BeICrEBbsmNiOYsKQkgKLhiG5mwNyWlbptHToM/oipOf7hmrM5IWhZZEj2upKK5CNm79TOURebH7dfytBE31IeWDSiwH1GscyMwiK7rNvlHCmXfCLnudeO8yGQMF8jkFytkMoJGMhkSmSzgl0yOkSKTyUEBujwvldXFe0zs0n1LOkycmHEHujS/4wnNVbzg0KSC53BZ8kp90H6iAQ3xp84Y9SSa1DPMXv1obduMEi/vNsDmUsHws4EQPOCjJBWTKwWG6y/BonUhFvPLJeFsogL0pMGYgQNPm/v1JzURr5p17Dw1WqW/xnQXAZQu9SVid7kjuxqxpB8myLAzZBF6jYMmx+uapWcsA5SDZDD9slVNsQKOQwCyTVt0GoxEkSBxPAhH1ebTyaNXE/AoiIKFHhs2kJPbVx7uquOBQklPFmF1wAxur0FJXLlHhTgPwoOi/l6yOy2c/YQVR0rElZfAAjayXFaH9jG63jGV5pVQH/NwS8lW51e8Wy4lwspHBpcdrstb6dnHW1DO+VWA1tfEauInHjBJnbHEnX5eXWprvyhaEM/iE/I0Lor/ecT9lPHI98FW6YxZ8SdMvH4fDE1fpdrwcls83wPpmK+SgPBoWq6IN15ODoYUR+r5Xli8cO776WT5pgM/zkqj5fcaiP2wwvo9ERC+6gSPZ4r6fR+ijN+TWfJOF02U76d25Z5Dix+3qPN/MYS9MUjsUTQFvyRN5IyER09WQcffuNziqTtIH+1UylNl6XI7Op7v4Pf1LQ5hHREK7z+Ysr2IIj4+IwjGg4i6jXHB59uA8b6pVvXVnsA+BWAS32X/flAoHsrJ+4m4tb+zUvU8+KJ4YpnpXSDpfBs8gc5YJPcpgF0/8maJx9F8vtkO3Y82iPM3mrD3YmLyoQNKnSyY9rfOjz86l9v1K/ukQsVaBuIeU/NnKu3nAxFwocV1eT4r4rYdrV9ckrt7kOM/P2XAzXb9KBIRb5doTzpkxsmA0b5EFIc3JZDnbTZEPk41wfeQEuR7j7Uvw+Xmb1ZgueIZ6Nyj9euJwDFRGoDc78neUGQwcRYh5BCY8fjAKf2FIsqXCUt7JRCGdRPc0EeaAbYBCJ8/iWjYETuobiJ3TfboH5IrXpmwqTx1Ddl9DDSsFG8AmBn8IQk1QppFHK2W73c6XDmZkR61FR7Bx+DBzxMdk+pFra/tE0joiS3+ts8Wc0Q40NqQQ1Likgz1bNwt5tvs1gIweSh0uLcMCpuRAf0E4Ccep5b0OGuzjuPRwW/JyM0YMvEgqrRiGH1+m3Ag6wEevwfB+IfJ3q9nkBPBaz3B5lQHU1odpS3WyXq1/NCDUFd81rMPjKQnIpGM8h/uF8XFhiLDyVmMAH4E5k8XAkX0z6KAHmaInq+KHT0aFw3XwzwzVsAAz4Lv95tiXr1WF/Fb3Bj9CxE4DwJJ9X0vEfaWG5ieWwXvWWwu2F4q/Nz3x+7DGZftPmn93dkxGZLH30zRpijp+koHOHuIvv4TnXYuCz4HVcfeH3fPhcVJEaibF3Mis1EQmv029+/h5LI+hujQfb+AvFqWpc0GrOm/vVu+LAAOaSOZ7LxkeI8HebPLGoucxrH5mMwFZTMPezXPq/yVun8MwGLkFrZxbJArtOhUAhP8yotzCzsU0YQE0g62hdsNB/wlyQI54LgmKYunS8ZNNzLsETH92XAJfHEsL63VBE6ZokMZiV8Ig9bnkGwqX+k043rtlbNYkX2gOip/6znolING1tckZIT3QzwB7NQS3nbKlwNxDf2Z0NC3aqAtLylj8hjaLJRbd3B+VIPXH0JlgFZ1hP2tuaKvrdvgRCFunsvPxLueQSghZfqmMsNmiHFfevj4xunkSW8dj278V57e3QTA/9xB6z40sc82OfupdoX0OVjGh2Vg/SB1H8o9ZD68hyYZXysEE7WE8YXgaGvKEfG5nUhgrj/k1GbIJ2D5Cmgs7hcgHRv4eva2kH60rISab9Lj/NkrWXxIB+dbGQHwqsVMW+/zo3JjU2hfH1hzbO4q8X4IitHqEjzfVY4WCqa7MgERS8qEhP4i3WYCAcQ5VdbWtKApi3iKy7y1dSS8yxfCgPVmDlOu5GXCQSqEF1qy8LdNrzQVKMLHfbmjj6SwPS/q1f/YeV8gZWUaIdTet1PRqYcPye8N7OylMZt+EZN5g29rrhhktoy+u/WUi6td7At4QTP18ftDpAEmeYN+q4uVsgoIrn+e6vBGI4ZomGf6W/KDHZsEgM4z1HndnbB9GGSNrrVSvy0Q5RZMK6OzCK/427jP2kbFACdwZuVpKRA+VUH7czCPDiWlOsqe1maKC7xcqMxCgjDAoXCyHLSamMTOJ/26G/HI8R+6FOkb34/pAVg2C+8fE3yM6DY3jmdehRZTH6nmFJfk6SWBeu+GEn8y1qZsI5fLU5p1cXkJX9Jow2PlkdG1bnuP+mTK0yTw4RBskD6VB3E/EEZvak36Teq4nVTIHVaA3VtgSMBkK9tZWVIY8jy9UCdUk8jER2q8q63AFD8GqQAbQJKkT0LqlClz8EpUG5xMl8T77NX4CxVCvegG67eUFulFJZy/IeTzAw5v/8WHCkKLUL7EFOKT9XJ5szUhPyHJmV9dxf5lkMDNREcQCiYcPSpNiSGOFrruxezhFCL0l4UXd6sL6eGaNMUJe4bGlvQWX4cpbqVjFKmgmcSo0qNGlyEuaPkLZWqZscutDyUOcCgToGqEoY7AhlwGqpX0S9YceoZRil/CkmuAHDgeFS3CzOhAkb9efUecwqwBeoCYpPO55tIvvkAgIVLP+ngmOt5g0rFHdhcRKtBU3nC7BkB6cAQ4EgtVoxJ3tYHjJ//yenUcRy4OiJTAFwQludmwBLpyjZPuwkrndTaq6FAPHGjLIVhOR1reNktivAez2BV55GgyGJEeA4tmJyhL0SbYdJ1HFCRaBBMDP+zx4JdGjMtOPuR8EEfMkQz1MAFHzAmgckjXLDQNoiQPDALygbfTv0q0+REx8FewBr/Rg4M2GtVxGlS2dBAqPlC8aCFurGcP6NpHKLQYsMqWYwG8SvTqLgM1vTRtf15naxtUUPaHMhEvgIh5HQ5TTbQ49i+LVLHPz6+wqPtzh/Uj1QHvM+eGv+TDfQzBxI7Hpz8mirYfeULMjfGUOm6S31yD83zHb+6T8fGgdoEvA4MOVxZgb4MHWK374/Otr5VfYy3AznJhw8Nh6CL22vibTXzbgASbN1Wi+3569V5SZOg/HwT9Ig6zJzGJZ1SkwIPP8WWMipad+XbnsbAf7bVlZrn6gKBuMsIuPwwQtlhk3IMS+fylDYhdZMLe14g5j2PYs64ipfmaaPcfKbTeQPtBB6PnRg8PV1fjebZYx4Bi+kev3boOCenDQcV4c43ODrNF+jbcU7rY//OSMqW7I78ZjurNCqBsULyu99Fl/IPBFJ6plfA/Izj94qWRJ5asZ2SElcXL8JShVN7QSZJ3jcHyhLtKHhELgs8VQX7Byp4nHJLyribOH3gu/SRDf1C82JehJMWj7/wyfDT5mrjXxy3u/E3Mta/SrPK8cFUPqUX7MJzO34pZ9p6tpf/hyt+v8gDVQTH2qyHifkN/ta+S9nnh+VxUIr73avVjbvDPinipM5UyPI9eFk63sD/vaQTofHJxZTi4uJ/xg+q6aVdb8gDvDwZ4cV4bsh9Ah8FD5ljcskloflMFka9+Ke3h3/G3B5j4Gn2zG0x9eB+ztr7312XTVZO/yVbjbJ+3pp8Ynv4w98dRByH3FePdb1RVciAisr4mR5XnO4ty3CNS9i/s1ibiOllGsUJr10vBHzN4YNf63fiWQLG/EFht2zW0DQQGiZcZ7sw2LOmFx0gknB1xQaCtMsQV7ldF9tMKBKeTPNyzVjg42UvljJwT2Ackz+CcSScAXtxYgLH8kEbHRwjVi4RqUYcm0t5ZzdhPXpIcA6PgcEoS7VUl8IF2vDkg0giaKfdZoNFvhVCihoObwwxW2abdKFU3ElMle7fCoYOpymp23chicElv8jaYYInkPIO/VkeJtOrPIYgBwjQpGZOg3FDfsR2xhcg8PgsrlhbtfLI5BB191ogudE+N7gbNy32ayeoBH4GvcMSRyJh4q1BSIO/Ua9edTqUwijLjjfxtWz40cQFx+nxLmRtITgYvvLY9q8Vn1FaAcXE+A9M+OkGxz64V7PUSXG62LxnwKxU5oR8983YWC1T2Y4AFNOH58c1IUOhLm5tnm6rVQRrwGxTpXWO5iCk0rDsz7ADAZcLwcvkCgMB40p2Eljoi9VtMbe8p46PJmG7nZ4Quf6uOk46ZzMFc4EnDYOLZu4e6v8OOji7VYX4JUVxfEgoSmpTB2VvgTOshUGODzmm9ZikZreTD4MmqmD4Opgg7aFfek4aAAxpI/I7Orx9ANIpkdu2zRhzTU0c+a9FW2T54iVlFmgLW3vENGRUATBlpi5ppFIcyYb1iLUmCrbsOdAwOEuYhXZplNe22w/w8emecbh08famGEWVOArm/qiWC9+xX+Th9bD5/FTQArfPF4VPbDlgi0WlBeq/q1MUBFMz/AWO1poHn9TWW1l32wvvZEV2c7MWyzix6IWoIY0c14f2ssTF6arhsW15RfVTcWnlAVCLNhYGHPaKFDS2EHqs1NSozrl54oJ0dJJinr/BYTLfuLx/AheD8yUZX3h1RG8R0BApccS7puhVnZxQNTr2QC64EDyxc0MJj2WIO95tytz+5BHC6RhoTJNGcR3CS5gWCGIViUATMhylZaFxDDiS6nLYPINkPDci4lgxWugrZDifhOWaYd+gU3q541JuV/WFKMY3blugkzlpOteuT87Ba8kaDOWWfshXn0QdaDpHl1zXFwmrNMk96SZKWutQ2jlZifBNCcwRdi3Y7osUCWsjPlF1rWlRmRJ0ZPTZyFEQvOipU8DeeJz8gHXbwB3LgBpuPilPjoUXqlU5TRR28/ZFZPRoW9UpFjU59hoLeA4qMF/KhQQor/ABc9ZqMZcl+/s2pEiLYSYR+vY8kwk5FYFoegwH1R5fElgezyPqLkrYv1XIDC6q/j1CkGAl6r/l16JSZJcU9gI49ZphcOZLGl1eJPT6OuRVlWTgJDtXExn922pVLRTCht4DqvClUVJmwxkIFAKCMAUCHY5mdVLfiNSRJMmV0dkBC9zm2wjCzODhVBpNZFuKWIRN8SRZVKaf6aBOsNCt7beVB1j6WYbMEeZbsnOqvIE3j9YUX04l+m9SlzzKC6Eq6BZ8W49RknLnnWbU/H2VH9WJD6Nkgj8s13DjdRo/QH7YOl3984OJ7AYT8nIvPsghgUo+8CVILHTuPK1OncgtOH/xCKofoMcA1w74+0JhCOQSiCMjbCmXYI5WWhjnlG1JiLELVlRmB+twvbfZllI+c8Drr/C8xyDP+Gv5pQHxFAx6I1+ELXxocmkH4FqmqNqjg3k5wLjJLFA8uCj4KLzBwg4CfAqAIKKDGnzicEbGF9jlGqGGKEHKqdPGWFgPUxAWL7Fm4vn+CrMABG4u9Bu7x/w2F8MQ6Hb64NuABefjhwFD1h2ZTrsJqhiN++v2dGRfng+TzF1xNnwKFFj+RqOmNOnq0mFySJaRXx/GqEyLMcZxeFyUEzOXwJtGrEm4VMCnhPARqS6OY6Sa4vM4DJ/pCSG0eAxqll2a0oh3AlJoy8WqxQ4jB0rlw+RsaacvDQ2o8VgLQXSgsdrGD4kpOMWrXJ5WuocKKjUSZwT3MGrsRlZhNtiXTbzTfNm4MRb8ScEaHAEryQqO0o7Wedzo4uRl26zHECfGesaNODDYSlDtDzS+lRT6QQ+Ql+O1604dflwJRQ0TYAQeqweZWP9HDA9T4WM/oF2IfAKkw0mB2E7aGBhEcMe5phvKlqIA80UWt0/YhdfQr2bNLdXD6SCW6tNLxBccx04pBCvsDDh1iJJPQtF28Yx02JVuVO0VgIWoiSpkYNMYfdJFCC7n4c5y/OoKzNusxs5hiCGlI6VTz4PRTe6XUo1wfegct7Bd1Cy/wM34Vi11dxnNNwbM1WyXqnIiDlrYhxKmmQrXpUdrQHWnVQ/OeqGmadmklNEvP1yNCPbtV1KfjsS7G6qqV6fICpjAd0bPabXGiPMwnfIg68BgITL5Uiy4WUNFPtbxLSxJ+VQJUbUmhNOMpHgvCJE1EcD/JPgUahKYbpc4Ke2oAaA/mIj6ny3IWl8JnMYykQPKTpoWpseMFo+WEE7+sUfb/UhDSRmCK78JwJwUP+SMIoZ1nPHk4trfWCCt+L0FZeYyuw7dCzvzgTW0tdOQfLYSaxt2e/nnH/0UshTLx181GMQTTf7DOXygA9tAsyjMqUfCH4e0rpzzBpr4+k7FLhyYdnoeYiBZ0U6UeHsl+VffgU5xdaWqAYo+vx4p6tkrKLXyOfV/nUF18QkFtjOQLgLJ3i0C36+bZkRQBdtvcErcgSuNth188zQE39+D183d6waa7wqlLQnm+neFf5BbiHDBBYDpZG2YYiJP4mvlZob930KTTi25ASKSj4TbokpwZ56Q45hCEL6OBU9cF4PVKr8t9BYX4N9Sb61jqbFcoSr9q50n/sGqwJ81D3taWQVkWFnMPIKXxuy9V6LLgp7r8Qvu6N2bpGU9MpKG/5Fc1oucPFLvOdSnQ+gR3aQ/5LyuFuAYW/jSTDv6St85rghI8agM6us0r6AME4PKpMX7QMsDxsZC1W5BI3+f2AZlO5e4975UVvQKGTK9Uybw38sqnEkKJzIrSVhqAh0gdoTNRzbELatp4QY1qs+kSmuhS5pDiYbN1kDpZ/GyC7uOvjZ8409BA0ehsljhrYkzeRzt0jOkpjm8eqMqON1Py9Q1RTv+pKcLjyCBLl3ihH4pM5SmhYlxA6vjBaNuSZzt6Dwx/KG+Ba0jKM9fA0YZDqvzf3iltRMf4dkus6LkAopuHq7AuPLr1IHVIm7fF2FkAiR1PrZNRc5k9TSBSVz1J9m1QfACsbefeohfycUIay/pK5z5RB5uPZfR3Rc4RIO3MSELLMY1kACQx8cvgKb+hh1wDyar5qIPcDYUJjdrH07qricgdTKyjJpDTwVubXvYRaGmdKnfmtXYFPpTpPDdImAFLEo5bNoLc2ue2R7F1b4wfp9XxezU8Hyt46ltCw4+Qcss18VpaxDoDPhkVn2VTni9aDdd0vx28MszDM1WYqjmNnnjoAMc9LPlbQAokV82yt6FqJO4IQga4bSSTLdUauKdwVvhsFgkbUlSQii/tzm2TaF6Jl/hc+HIqZ0WSZqz/vkyxrpQHkuxXX7rg58swZIF55j0W0l0TF6wn14uK2ZA8CrekWgG9HAR17xmm65VffNlhCNoQSOUP1f2+uQYNSP5HW4aad+h0i+6pPachERiNuu+JFiXGl8+zUoaoS4TRqP/MUl7VUq/pQtde3cjE/KhwJWoQxXnbtOjAc0Zg3UZ3iaPCMbWTFOenQBfifQQX2Re4cr5nApLXcWi8205rTiCP265HTeahgm24R8ISi/GOsUYERjHs3hE7tKmhbRvIQftH3ZkWVDz/0cykrsP9+UebFE9CMrheG+DgH4kBcKXwfMfds400QzXVF0s9qnW2WgyhLkvGeb4VQFSlOThwLappzLDynjVwHDCiexxLMnbOEv+SLcG+eZrjnOOxy7KmqN+41aHmAIMW9SXz/oBP5sPRqW+eOdxhP2gfLqrsw2qFdayIm24df8iz+C+AqPy3xCUmACGM3jzc0OUeu7rwbihe1GxlX6/HyvkLzMF5Och2Jt3f3BEbNaELxrlPwBoqlnTzBP6JDca81/XlbUjxT65lorD/VJU8ZzOEHaW1RVvsTxsFQjckNBWOmX7NA5Pd9YrjaSbHB3t3WzeNy9dS2q/YO9vtQsx/OcV+BSdJRS82/k5Pwb698/CaeB5+0SZ0l/LCvCEWh5dRBrAxI6h+4pXHX3w62oOwta84Yefn9t72aAWv34zM8WyQhPsyCdpjwgq/UYzYbdtn9udP8ispLe0kNdv/lJzfYFTkX2JufruePlOR5xNwYeRLiUifrgluB5sV/7IKx+dAxdoxkkz4EsW+r/nlt1fU+Xi0mpjHDOOxoYwovRrZ6eOY490+QQb/zHjnD1k57LvaA49YO3irC/y1zostXCPoUWuJYOpgPOqiEhkQmI/61/sGci78eUXWwyAG2zteFS2vuNgx0mRkFkrYhn4ZOF0Zt92OOR2HdbtN9Uauxi6zTuGEELmN+GJcru194yFJjy+9A6wXmjxhn45H8WFv7zV4/a+pso8z5+0fNIX/5fT6RIxa9haz7hMG0TUAwcWfVwwR8JrynoxqW0D0POHs2RO4ufwGwBe+BlfKlg3883WjOsMaS/Y+8p0v4Z56pGE+IQoaT5RIuW+lzP78g7iEeOpRobQIPyZ4VNonLwMCwaMCpm0oRti+QQ8dH6RqbQ/fSHyd0tN3NSFlS8nufYYirae1C4Iyp7Zi/7pIIpbaYEdBZdQlE/6KMtoqnHjmvVbZdlGoSrm7zlVLCqcNTxQYZd/+Dn2987l5TZDYx1Vm/1UJ7w62MvkEZmheNu7BPqrM+5zimM/dQbyhCN+eCNLmcQOnjjTs+CFgv00NeHyujqgy6ZO/3SITpWTCC5ncMtfkfN+Auaa7nVOot6UCKqSF9UNOxzYPCQbPIG3J12pJfBldpv8BR7ZpcnzWZQ7i3lYtd6/C0m0KY32/S6O5gcSo9h5U4Q+hI60p/GDagkgWfC6f56ZtkPmxkDkyXYA/tdEM5u8poxpAgVL95JfaNt+c+Skp2GI9OnwZKpG9QwfC37zY+cbVxc/xwbl/m1J8atST3SNRaXP9Fngfw0PfE2xh8tfHbx2fmpZm+SEfia54bC8AwARbGWC7lRQ4g4OoIhkMZwgoXksEZERmSGS0acZC28QxaCmrdEIYwVGqMSfCOEp8Lth6uuU1iD5P/dfIURB18+haWK/i9J6m9yaJ5qxMkM36QtomevBSm3JBlAxPPQSYIV3O+BJpjxuFIvma1SKQR/GSnVTYfcWGdui+FX5T/DHRs47mFrR+OQeefYTBdZNb99AMzzvPslOu7eXtYc0Ar9r/88jkRla8n66WwXbWqcVCAogU9wDd9tRyww0gjTqpjnF44Lv95KAOsKV9XvGeC+88n8ur+7Kwyiir339fuPwtsb244ZAGdHzrP9Hxgdr0JjeC1NMn/KO9szTGPRmxz7sAes8tZ9lT/GILWsIxw8Ljt8E5KVvTxOcbwRsF/pI+XPCfjvneMFc430awAqroCP1ld/n8VbPS3A75n9LLR8M/ueZiqF6rRhwtPvU4s8m0dnK3f/szRY54f0uHJs69A/TvecGlVpk6cVGlP0hmhJZgpU6H8HUZ0qefnJ/04cveaUhoZzxDc82gNu5r5bneoyVb4ydIE+mG7MsGEhHpz74T+DCJ3rvoBb9xEyDNkNoJwf3hUYMW9FjcPmq4K8zObZI908D4ZskKj/wru4KYp8ZMLn3kcQXCvXAOdo5ejooBF7UOOH4IAq9oz7cQRkhKdu4ObBlwRpBPk7zGo9sN+lKTAf3Vul3M8pfUx66RYTen7yaUN6eRR1gxsTxG+yIuB7Fpy+cigS5Rf30VOB/9H8ZxIK8+yQqxR3x/6aH+LDqclcdjcdBdMC+j3hTxm9+dKZzdgq3d6lDWvJ0963080vi4br4r+nfE+4V81bk7bbI4On8np0HNt4Vy/8TCpN8zMCiATiKfQFjD9c/k2Hwa3dbbrMDsR54yvP4bp7qTR/c5JrAzYXuCDcnFqm4kRzBXY/8xjMuOhaowrg2k8rz/Bs+2R/Bdz/c/SyzaY4fX19s9DQInjs5/lOzCj/QjNOzvrqOnZ59tuZMm8XRRmqtESjvu6/fQVnDGvevbk32vDzRE5j0LJJAi39bqNO+afHd0gEUIj/ZVr8zOtEWZCpxUxsEXFZ96jUSmduIaml6fB/dsHP6c92ZI3QhEAxzDPBNDRI1zWf+yYAqUFDOtXSrK0OUZJ47P/XJTjEER9OH0ZhJItvV5buctneqs0BmcKc8mYlO+dm3QG9Us/nGzgvUr6m/9VRVTfPqCf/FRn78eRH8r17nosreMi32gCw5ya/wcK+SFxT/A3OEBPmYhz5kLZPzzXYcgZHDBU87yeKQLCdfficnD8soZ4LJsei6KO/6MlEvYoIk+g3eebHcf2NeQd+LQbGqk7Lv1WMVJY+Ch1m/57giGiyixXPPTlWOKAI2EOfKb7QMGrzxbjq06ZPnpvSaPpV1GEnMLTwwRuKzMcBE+tor+LeCRqJG/+6Qj+9YKrmOu/1tmVqX8XIGm6pzoewtQG8ZyAb+5uo/Yz25SmfD9w6mPL+yV7b5zfRekpwLSJgAFvL+moYMrZIuIi+OnNkKuxQ0YzMDdKu6jcKV9ZLJjbFbyEPrEU+1jc5y7hCXF6fz9cqE5idlzr2MAuvYQHlJMDAs5+PT78P6N0zBYQuV9hKzSJUCdfdM+/RkzBZiE9QR/8Hv66WyW9nZwILCakOtxSOcvdrlgoe3Dys9ydsYUvVjQSzgjgeSzJP26dZEw0mgV3aRcBA==