You can not select more than 25 topics
Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
2871 lines
78 KiB
2871 lines
78 KiB
local MAJOR, MINOR = "LibPetBreedInfo-1.0", 61
|
|
local lib, oldminor = LibStub:NewLibrary(MAJOR, MINOR)
|
|
|
|
if not lib then return end
|
|
lib.breedData = {}
|
|
--
|
|
-- GLOBALS:
|
|
--
|
|
|
|
local _G = _G
|
|
local hooksecurefunc, tinsert, pairs, wipe = _G.hooksecurefunc, _G.table.insert, _G.pairs, _G.wipe
|
|
local ipairs = _G.ipairs
|
|
local C_PetJournal, C_PetBattles = _G.C_PetJournal, _G.C_PetBattles
|
|
local _
|
|
local EMPTY_PET = "0x0000000000000000"
|
|
local epsilion = .005
|
|
local STATE_Mod_SpeedPrecent = 25
|
|
local STATE_MaxHealthBonus = 2
|
|
local STATE_Mod_MaxHealthPrercent = 99
|
|
local HEALTH,POWER,SPEED = 1,2,3
|
|
local BASE_HEALTH = 100
|
|
local HEALTH_PER_STAMINA = 5
|
|
local FALLBACK_BREEDS = {3,4,5,6,7,8,9,10,11,12}
|
|
local WILD_PET_HEALTH_MULTIPLIER = 1.2
|
|
local MAX_PETS_PER_TEAM = 3
|
|
--
|
|
-- Non Lib helper functions
|
|
--
|
|
local function round(num, idp)
|
|
local mult = 10^(idp or 0)
|
|
return math.floor(num * mult + 0.5) / mult
|
|
end
|
|
|
|
local function clamp(num,minVal,maxVal)
|
|
return math.min(math.max(num,minVal),maxVal)
|
|
end
|
|
|
|
local function inverseStats(num)
|
|
return num ~= 0 and 100/(num+100) or 1
|
|
end
|
|
|
|
|
|
--Gets the breed index for the given pet
|
|
--Returns arg1: petIndex that can be used by GetBreedName to return the breeds name. arg2: a confidence indicator, lower numbers are better. A good cutoff for high confidence is .15
|
|
--Returns nil if the species cannot battle or does not have a base stats profile or if the petID is not valid
|
|
function lib:GetBreedByPetID(petID)
|
|
if petID then
|
|
local speciesID, _, level, _, _, _,_ ,_, _, _, _, _, _, _, canBattle = C_PetJournal.GetPetInfoByPetID(petID)
|
|
if not canBattle then return end
|
|
local _, maxHealth, power, speed, rarity = C_PetJournal.GetPetStats(petID)
|
|
return self:GetBreedByStats(speciesID,level,rarity,maxHealth,power,speed)
|
|
end
|
|
end
|
|
|
|
--Gets the breed index for the given hypothetical pet
|
|
--Returns arg1: petIndex that can be used by GetBreedName to return the breeds name. arg2: a confidence indicator, lower numbers are better. A good cutoff for high confidence is .15
|
|
--Returns nil if the species cannot battle or does not have a base stats profile or if level, health power and speed are not numbers and rarity is not between 1 and 4
|
|
function lib:GetBreedByStats(speciesID,level,rarity,health,power,speed)
|
|
if not self.breedData.speciesToBaseStatProfile[speciesID] or not self.breedData.qualityMultiplier[rarity] or
|
|
type(level) ~= "number" or type(health) ~= "number" or type(power) ~= "number" or type(speed) ~= "number" then
|
|
return
|
|
end
|
|
local canBattle = select(8,C_PetJournal.GetPetInfoBySpeciesID(speciesID))
|
|
if not canBattle then return end
|
|
local baseStats = self.breedData.speciesToBaseStatProfile[speciesID]
|
|
local qualityMultiplier = self.breedData.qualityMultiplier[rarity]
|
|
|
|
health = clamp(round(( ((health-BASE_HEALTH)/HEALTH_PER_STAMINA) / qualityMultiplier) - level * baseStats[HEALTH],1) / level,0,2)
|
|
power = clamp(round(( power / qualityMultiplier) - level * baseStats[POWER] ,1) / level,0,2)
|
|
speed = clamp(round(( speed / qualityMultiplier) - level * baseStats[SPEED] ,1) / level,0,2)
|
|
local breeds = self:GetAvailableBreeds(speciesID)
|
|
breeds = --[[breeds and breeds or]] FALLBACK_BREEDS
|
|
local leastDiff = 100
|
|
local leastDiff2 = 100
|
|
local breedID = 0
|
|
for i=1,#breeds do
|
|
local breedIndex = breeds[i]
|
|
local breedData = self.breedData.breeds[breedIndex]
|
|
local diff = round(math.abs(health - breedData[HEALTH]) + math.abs(power - breedData[POWER]) + math.abs(speed - breedData[SPEED]),2) + epsilion
|
|
if diff < leastDiff then
|
|
leastDiff2 = leastDiff
|
|
leastDiff = diff
|
|
breedID = breedIndex
|
|
elseif diff < leastDiff2 then
|
|
leastDiff2 = diff
|
|
end
|
|
end
|
|
return breedID, round(leastDiff2 / leastDiff ,2)
|
|
end
|
|
|
|
|
|
|
|
--Gets the breed index for the given pet
|
|
--!!!Results are not valid if computed while a round play back is happening!!!
|
|
--Returns arg1: petIndex that can be used by GetBreedName to return the breeds name. arg2: a confidence indicator, lower numbers are better. A good cutoff for high confidence is .15
|
|
--Returns nil if the species cannot battle or does not have a base stats profile, or an invalid petOwner/petID is used, or if the player is not in a pet battle
|
|
|
|
--/run print(C_PetBattles.GetName(1,1),LibStub("LibPetBreedInfo-1.0"):GetBreedByPetBattleSlot(1,1))
|
|
function lib:GetBreedByPetBattleSlot(petOwner,id)
|
|
if not C_PetBattles.IsInBattle() then return end
|
|
if petOwner ~= LE_BATTLE_PET_ALLY and petOwner ~= LE_BATTLE_PET_ENEMY then return end
|
|
if id <= 0 or id > MAX_PETS_PER_TEAM and id <= C_PetBattles.GetNumPets(petOwner) then return end
|
|
local speedMultiplier = C_PetBattles.GetStateValue(petOwner,id,STATE_Mod_SpeedPrecent)
|
|
local healthMultiplier = C_PetBattles.GetStateValue(petOwner,id,STATE_Mod_MaxHealthPrercent)
|
|
local healthModifier = C_PetBattles.GetStateValue(petOwner,id,STATE_MaxHealthBonus)
|
|
if not speedMultiplier or not healthMultiplier or not healthModifier then return end
|
|
speedMultiplier = inverseStats(speedMultiplier)
|
|
healthMultiplier = inverseStats(healthMultiplier)
|
|
|
|
if C_PetBattles.IsWildBattle() and petOwner == LE_BATTLE_PET_ENEMY then
|
|
healthMultiplier = healthMultiplier * WILD_PET_HEALTH_MULTIPLIER
|
|
end
|
|
local speciesID = C_PetBattles.GetPetSpeciesID(petOwner,id)
|
|
local speed = round(C_PetBattles.GetSpeed(petOwner,id) * speedMultiplier)
|
|
local power = C_PetBattles.GetPower(petOwner,id)
|
|
local health = (C_PetBattles.GetMaxHealth(petOwner,id) * healthMultiplier) - healthModifier
|
|
local rarity = C_PetBattles.GetBreedQuality(petOwner,id)
|
|
local level = C_PetBattles.GetLevel(petOwner,id)
|
|
return self:GetBreedByStats(speciesID,level,rarity,health,power,speed)
|
|
end
|
|
|
|
|
|
--Gets the predicted stats for a species at a given level
|
|
--returns health,power,speed
|
|
--returns nil if the pet does not have a base stats profile, or if an invalid... breedID, rarity, or non numeric level is given.
|
|
function lib:GetPetPredictedStats(speciesID, breedID, rarity, level)
|
|
if not self.breedData.breeds[breedID] or not self.breedData.speciesToBaseStatProfile[speciesID] or type(level) ~= "number" or not self.breedData.qualityMultiplier[rarity] then return end
|
|
local baseStats = self.breedData.speciesToBaseStatProfile[speciesID]
|
|
local multiplier = self.breedData.qualityMultiplier[rarity]
|
|
local breedStats = self.breedData.breeds[breedID]
|
|
local health = (round((baseStats[HEALTH] + breedStats[HEALTH]) * multiplier * level * HEALTH_PER_STAMINA) + BASE_HEALTH)
|
|
local power = round((baseStats[POWER] + breedStats[POWER]) * multiplier * level)
|
|
local speed = round((baseStats[SPEED] + breedStats[SPEED]) * multiplier * level)
|
|
return health, power , speed
|
|
end
|
|
|
|
--Gets a table containing the possible BreedID's for a given species
|
|
--Returns nil if no data is present for the given speciesID
|
|
--[[
|
|
function lib:GetAvailableBreeds(speciesID)
|
|
end]]
|
|
|
|
--Gets an iterator for all of the possible breed names
|
|
function lib:IterateBreedNames()
|
|
return pairs(self.breedData.breedNames)
|
|
end
|
|
|
|
--Gets the string representation of a BreedID
|
|
--Returns nil for invalid breedID's
|
|
function lib:GetBreedName(breedID)
|
|
return self.breedData.breedNames[breedID]
|
|
end
|
|
|
|
|
|
--Gets a table of possible breedId's for a given species
|
|
--BreedIDs are from 1-10
|
|
--Returns nil for invalid speciesID's
|
|
function lib:GetAvailableBreeds(speciesID)
|
|
return self.breedData.speciesToAvailableBreeds[speciesID]
|
|
end
|
|
|
|
--/lb code LibStub("LibPetBreedInfo-1.0"):GetSpeciesWithoutProfiles()
|
|
--Gets a table of speciesIDs which are present in game but do not have a base stats profile
|
|
--This is a dev function to make updating this library easier
|
|
--Returns a table
|
|
--[[
|
|
function lib:GetSpeciesWithoutProfiles()
|
|
local missingPets = {}
|
|
for i=1,2000 do --2000 to catch new pet IDs
|
|
name = C_PetJournal.GetPetInfoBySpeciesID(i)
|
|
if name and not self.breedData.speciesToBaseStatProfile[i] then
|
|
tinsert(missingPets,i)
|
|
end
|
|
end
|
|
return missingPets
|
|
end]]
|
|
|
|
--/run LibStub("LibPetBreedInfo-1.0"):FindMissingSpeciesBreeds()
|
|
--[[function lib:FindMissingSpeciesBreeds()
|
|
local lpj = LibStub("LibPetJournal-2.0")
|
|
local availableBreeds = self.breedData.speciesToAvailableBreeds
|
|
for _,v in lpj:IterateSpeciesIDs() do
|
|
if not availableBreeds[v] then
|
|
print(v,C_PetJournal.GetPetInfoBySpeciesID(v))
|
|
end
|
|
end
|
|
end]]
|
|
|
|
--/run LibStub("LibPetBreedInfo-1.0"):ExtractData()
|
|
--[[function lib:ExtractData()
|
|
BPBID.InitializeArrays()
|
|
local speciesToBaseStatProfile= self.breedData.speciesToBaseStatProfile
|
|
for k,v in pairs(BPBID.BasePetStats) do
|
|
if not speciesToBaseStatProfile[k] then
|
|
print(k)
|
|
end
|
|
end
|
|
end]]
|
|
|
|
|
|
|
|
|
|
lib.breedData.breeds = {
|
|
[3]={.5,.5,.5}, --1
|
|
[4]={0,2,0}, --2
|
|
[5]={0,0,2}, --3
|
|
[6]={2,0,0}, --4
|
|
[7]={.9,.9,0},--5
|
|
[8]={0,.9,.9},--6
|
|
[9]={.9,0,.9},--7
|
|
[10]={.4,.9,.4},--8
|
|
[11]={.4,.4,.9},--9
|
|
[12]={.9,.4,.4}--10
|
|
}
|
|
|
|
lib.breedData.breedNames = {
|
|
[3]="B/B", --1
|
|
[4]="P/P", --2
|
|
[5]="S/S", --3
|
|
[6]="H/H", --4
|
|
[7]="H/P",--5
|
|
[8]="P/S",--6
|
|
[9]="H/S",--7
|
|
[10]="P/B",--8
|
|
[11]="S/B",--9
|
|
[12]="H/B"--10
|
|
}
|
|
|
|
lib.breedData.qualityMultiplier = {1,1.1,1.2,1.3,1.4,1.5}
|
|
|
|
|
|
lib.breedData.speciesToBaseStatProfile = {
|
|
[2] = {510.5, 8, 9.5},
|
|
[39] = {8.5, 7.5, 8},
|
|
[40] = {7, 8.5, 8.5},
|
|
[41] = {7, 8.5, 8.5},
|
|
[42] = {6.5, 9, 8.5},
|
|
[43] = {7, 9, 8},
|
|
[44] = {7, 8.5, 8.5},
|
|
[45] = {7, 8.5, 8.5},
|
|
[46] = {7.5, 7.5, 9},
|
|
[47] = {8, 7.5, 8.5},
|
|
[49] = {9, 7, 8},
|
|
[50] = {9, 8, 7},
|
|
[51] = {8.5, 8, 7.5},
|
|
[52] = {8, 8, 8},
|
|
[55] = {8.5, 7, 8.5},
|
|
[56] = {8.5, 9, 6.5},
|
|
[57] = {8.5, 7.5, 8},
|
|
[58] = {7, 9, 8},
|
|
[59] = {8.5, 8, 7.5},
|
|
[64] = {8.5, 7.5, 8},
|
|
[65] = {8.5, 7.5, 8},
|
|
[67] = {8, 8, 8},
|
|
[68] = {8, 8, 8},
|
|
[69] = {7.5, 7.5, 9},
|
|
[70] = {8, 7.5, 8.5},
|
|
[71] = {8, 8, 8},
|
|
[72] = {8, 7, 9},
|
|
[73] = {8, 8, 8},
|
|
[74] = {7.5, 7.5, 9},
|
|
[75] = {7.5, 8.5, 8},
|
|
[77] = {8, 8, 8},
|
|
[78] = {7.5, 8.5, 8},
|
|
[83] = {8.5, 7.5, 8},
|
|
[84] = {8, 8, 8},
|
|
[85] = {8.5, 7.5, 8},
|
|
[86] = {8.5, 7.5, 8},
|
|
[87] = {8, 8.5, 7.5},
|
|
[89] = {8, 8, 8},
|
|
[90] = {7, 8.5, 8.5},
|
|
[92] = {8, 8, 8},
|
|
[93] = {6.5, 9, 8.5},
|
|
[94] = {7, 7, 10},
|
|
[95] = {8, 8, 8},
|
|
[106] = {8.5, 7.5, 8},
|
|
[107] = {8, 8, 8},
|
|
[111] = {8, 8, 8},
|
|
[114] = {8.5, 8.5, 7},
|
|
[115] = {8, 8, 8},
|
|
[116] = {8, 8, 8},
|
|
[117] = {8, 8, 8},
|
|
[118] = {8, 8, 8},
|
|
[119] = {8, 8, 8},
|
|
[120] = {8, 8, 8},
|
|
[121] = {8, 8, 8},
|
|
[122] = {8, 8, 8},
|
|
[124] = {8, 8, 8},
|
|
[125] = {8, 8, 8},
|
|
[126] = {8, 8, 8},
|
|
[127] = {8, 7.5, 8.5},
|
|
[128] = {8, 8, 8},
|
|
[130] = {8, 8, 8},
|
|
[131] = {8, 7.5, 8.5},
|
|
[132] = {9, 8, 7},
|
|
[136] = {8, 8, 8},
|
|
[137] = {8, 7, 9},
|
|
[138] = {8.5, 7.5, 8},
|
|
[139] = {7.5, 8.5, 8},
|
|
[140] = {8, 8.5, 7.5},
|
|
[141] = {7.5, 7.5, 9},
|
|
[142] = {8, 8.5, 7.5},
|
|
[143] = {7.5, 8.5, 8},
|
|
[144] = {7.5, 7.5, 9},
|
|
[145] = {8.5, 7.5, 8},
|
|
[146] = {7.5, 8, 8.5},
|
|
[149] = {7.5, 7, 9.5},
|
|
[153] = {8, 8, 8},
|
|
[155] = {8, 8, 8},
|
|
[156] = {8, 8, 8},
|
|
[157] = {8, 8, 8},
|
|
[158] = {8, 8, 8},
|
|
[159] = {8, 8, 8},
|
|
[160] = {8, 8, 8},
|
|
[162] = {8, 8.5, 7.5},
|
|
[163] = {8, 8.5, 7.5},
|
|
[164] = {8, 8.5, 7.5},
|
|
[165] = {8.5, 7.5, 8},
|
|
[166] = {8.5, 8.5, 7},
|
|
[167] = {9, 7.5, 7.5},
|
|
[168] = {8.5, 7.5, 8},
|
|
[169] = {8, 8, 8},
|
|
[170] = {8, 8, 8},
|
|
[171] = {8, 8, 8},
|
|
[172] = {7.5, 8.5, 8},
|
|
[173] = {8, 8.5, 7.5},
|
|
[174] = {8, 8.5, 7.5},
|
|
[175] = {7.5, 8.5, 8},
|
|
[179] = {8.5, 8, 7.5},
|
|
[180] = {8.5, 8, 7.5},
|
|
[183] = {8, 8, 8},
|
|
[186] = {7.5, 8.5, 8},
|
|
[187] = {8.5, 8.5, 7},
|
|
[188] = {8.5, 8.5, 7},
|
|
[189] = {8, 8, 8},
|
|
[190] = {8.5, 8.5, 7},
|
|
[191] = {8.5, 7.5, 8},
|
|
[192] = {8, 8, 8},
|
|
[193] = {8, 8.5, 7.5},
|
|
[194] = {8, 8, 8},
|
|
[195] = {7.5, 7.5, 9},
|
|
[196] = {8.5, 8, 7.5},
|
|
[197] = {7.5, 8, 8.5},
|
|
[198] = {8, 8, 8},
|
|
[199] = {8, 8, 8},
|
|
[200] = {8, 7, 9},
|
|
[201] = {8, 8, 8},
|
|
[202] = {8, 8, 8},
|
|
[203] = {8, 7, 9},
|
|
[204] = {8, 8, 8},
|
|
[205] = {8, 8, 8},
|
|
[206] = {8.5, 8.5, 7},
|
|
[207] = {8, 8, 8},
|
|
[209] = {8, 8, 8},
|
|
[210] = {8, 8, 8},
|
|
[211] = {8.5, 8, 7.5},
|
|
[212] = {8, 8, 8},
|
|
[213] = {8, 8, 8},
|
|
[214] = {8, 8, 8},
|
|
[215] = {8.5, 7.5, 8},
|
|
[216] = {8, 8, 8},
|
|
[217] = {8, 8, 8},
|
|
[218] = {8.5, 7.5, 8},
|
|
[220] = {8, 8, 8},
|
|
[224] = {7, 8.5, 8.5},
|
|
[225] = {8, 8, 8},
|
|
[226] = {8, 8, 8},
|
|
[227] = {8, 8, 8},
|
|
[228] = {8, 8, 8},
|
|
[229] = {8, 8, 8},
|
|
[231] = {8.5, 8, 7.5},
|
|
[232] = {7, 8.5, 8.5},
|
|
[233] = {7, 8.5, 8.5},
|
|
[234] = {7, 8.5, 8.5},
|
|
[235] = {7, 8.5, 8.5},
|
|
[236] = {7.5, 8.5, 8},
|
|
[237] = {7, 8.5, 8.5},
|
|
[238] = {7, 8.5, 8.5},
|
|
[239] = {8, 8, 8},
|
|
[240] = {8.5, 8.5, 7},
|
|
[241] = {8, 8, 8},
|
|
[242] = {7.5, 8.5, 8},
|
|
[243] = {9, 9, 6},
|
|
[244] = {8.5, 9, 6.5},
|
|
[245] = {8, 8, 8},
|
|
[246] = {8, 8, 8},
|
|
[247] = {8, 8, 8},
|
|
[248] = {8, 8, 8},
|
|
[249] = {8.5, 8.5, 7},
|
|
[250] = {7.5, 9, 7.5},
|
|
[251] = {8.5, 8.5, 7},
|
|
[253] = {8, 8, 8},
|
|
[254] = {8, 8, 8},
|
|
[255] = {7.5, 9, 7.5},
|
|
[256] = {8, 9, 7},
|
|
[257] = {8, 8, 8},
|
|
[258] = {8.5, 9, 6.5},
|
|
[259] = {8.5, 7.5, 8},
|
|
[260] = {8, 8.5, 7.5},
|
|
[261] = {8.5, 7.5, 8},
|
|
[262] = {8.5, 7.5, 8},
|
|
[264] = {8.5, 8.5, 7},
|
|
[265] = {9.5, 8, 6.5},
|
|
[266] = {8.5, 8.5, 7},
|
|
[267] = {8, 8, 8},
|
|
[268] = {8.5, 9, 6.5},
|
|
[270] = {8.5, 8.5, 7},
|
|
[271] = {8, 7.5, 8.5},
|
|
[272] = {9, 7.5, 7.5},
|
|
[277] = {8.5, 7.5, 8},
|
|
[278] = {8, 8, 8},
|
|
[279] = {8, 8, 8},
|
|
[280] = {8, 8, 8},
|
|
[281] = {8, 8, 8},
|
|
[282] = {8, 8, 8},
|
|
[283] = {8, 8, 8},
|
|
[285] = {8, 9, 7},
|
|
[286] = {9, 8, 7},
|
|
[287] = {8, 7.5, 8.5},
|
|
[289] = {9.5, 8.5, 6},
|
|
[291] = {9, 7.5, 7.5},
|
|
[292] = {8, 8, 8},
|
|
[293] = {8, 8, 8},
|
|
[294] = {8, 8, 8},
|
|
[296] = {8, 8, 8},
|
|
[297] = {8, 9.5, 6.5},
|
|
[298] = {8, 8, 8},
|
|
[301] = {7, 8.5, 8.5},
|
|
[302] = {8.5, 8.5, 7},
|
|
[303] = {7, 8.5, 8.5},
|
|
[306] = {7, 8.5, 8.5},
|
|
[307] = {8, 8, 8},
|
|
[308] = {8, 8, 8},
|
|
[309] = {6.5, 9, 8.5},
|
|
[310] = {8, 8, 8},
|
|
[311] = {8.5, 8, 7.5},
|
|
[316] = {8.5, 7.5, 8},
|
|
[317] = {8.5, 8.5, 7},
|
|
[318] = {7.5, 8.5, 8},
|
|
[319] = {6.5, 9, 8.5},
|
|
[320] = {8.5, 7.5, 8},
|
|
[321] = {8, 8, 8},
|
|
[323] = {8, 8, 8},
|
|
[325] = {7.5, 9, 7.5},
|
|
[328] = {8, 8, 8},
|
|
[329] = {8, 8, 8},
|
|
[330] = {8, 8, 8},
|
|
[331] = {8, 8, 8},
|
|
[332] = {8, 8, 8},
|
|
[333] = {8, 8, 8},
|
|
[335] = {9, 7.5, 7.5},
|
|
[336] = {8, 8, 8},
|
|
[337] = {8, 8, 8},
|
|
[338] = {8.5, 7.5, 8},
|
|
[339] = {8, 8, 8},
|
|
[340] = {8, 8, 8},
|
|
[341] = {8, 8, 8},
|
|
[342] = {8, 8, 8},
|
|
[343] = {7, 8.5, 8.5},
|
|
[344] = {8.5, 8, 7.5},
|
|
[345] = {8, 8.5, 7.5},
|
|
[346] = {8, 8, 8},
|
|
[347] = {8, 8.75, 7.25},
|
|
[348] = {8.5, 8.5, 7},
|
|
[354] = {8, 8, 8},
|
|
[374] = {8, 8, 8},
|
|
[375] = {8, 8, 8},
|
|
[378] = {8, 7, 9},
|
|
[379] = {8, 7.5, 8.5},
|
|
[380] = {8, 8, 8},
|
|
[381] = {8, 8, 8},
|
|
[382] = {8, 8, 8},
|
|
[383] = {8, 7.5, 8.5},
|
|
[384] = {8, 8, 8},
|
|
[385] = {8, 7.5, 8.5},
|
|
[386] = {8, 7.5, 8.5},
|
|
[387] = {7.5, 8, 8.5},
|
|
[388] = {8.5, 8, 7.5},
|
|
[389] = {8.5, 7.5, 8},
|
|
[390] = {8, 7.5, 8.5},
|
|
[391] = {8, 7, 9},
|
|
[392] = {8, 7.5, 8.5},
|
|
[393] = {8.5, 7, 8.5},
|
|
[394] = {8, 8, 8},
|
|
[395] = {8.5, 8, 7.5},
|
|
[396] = {7, 8.5, 8.5},
|
|
[397] = {8, 8, 8},
|
|
[398] = {8, 7.5, 8.5},
|
|
[399] = {7.5, 8, 8.5},
|
|
[400] = {7, 8.5, 8.5},
|
|
[401] = {8.5, 8, 7.5},
|
|
[402] = {8.5, 8, 7.5},
|
|
[403] = {7.5, 8, 8.5},
|
|
[404] = {8, 7.5, 8.5},
|
|
[405] = {7.5, 8, 8.5},
|
|
[406] = {8.5, 7.5, 8},
|
|
[407] = {7, 8.5, 8.5},
|
|
[408] = {7.5, 8, 8.5},
|
|
[409] = {7, 8, 9},
|
|
[410] = {8, 7.5, 8.5},
|
|
[411] = {8, 8, 8},
|
|
[412] = {7, 8.5, 8.5},
|
|
[414] = {8, 8, 8},
|
|
[415] = {7.5, 8.5, 8},
|
|
[416] = {8, 8, 8},
|
|
[417] = {8, 7.5, 8.5},
|
|
[418] = {7.5, 8, 8.5},
|
|
[419] = {8.5, 7.5, 8},
|
|
[420] = {8.5, 7.5, 8},
|
|
[421] = {8, 8.5, 7.5},
|
|
[422] = {7.5, 8.5, 8},
|
|
[423] = {8.5, 8.5, 7},
|
|
[424] = {8.5, 7, 8.5},
|
|
[425] = {7.5, 8, 8.5},
|
|
[427] = {7, 8.5, 8.5},
|
|
[428] = {7, 8.5, 8.5},
|
|
[429] = {7.5, 8.5, 8},
|
|
[430] = {8, 8.5, 7.5},
|
|
[431] = {7.5, 8, 8.5},
|
|
[432] = {8, 8, 8},
|
|
[433] = {7.5, 8, 8.5},
|
|
[434] = {8, 8, 8},
|
|
[437] = {8, 8, 8},
|
|
[438] = {7.5, 8, 8.5},
|
|
[439] = {8.5, 8, 7.5},
|
|
[440] = {8, 8, 8},
|
|
[441] = {8, 7, 9},
|
|
[442] = {9, 6.5, 8.5},
|
|
[443] = {8, 8, 8},
|
|
[444] = {8, 8, 8},
|
|
[445] = {8, 8, 8},
|
|
[446] = {8.5, 8, 7.5},
|
|
[447] = {8, 7.5, 8.5},
|
|
[448] = {8, 7, 9},
|
|
[449] = {8, 8, 8},
|
|
[450] = {9, 8, 7},
|
|
[452] = {8, 8, 8},
|
|
[453] = {9, 8, 7},
|
|
[454] = {8, 7.5, 8.5},
|
|
[455] = {8, 8, 8},
|
|
[456] = {8, 8.5, 7.5},
|
|
[457] = {9, 8, 7},
|
|
[458] = {8.5, 8.5, 7},
|
|
[459] = {7, 8.5, 8.5},
|
|
[460] = {7.5, 8.5, 8},
|
|
[461] = {9, 8, 7},
|
|
[462] = {8, 8, 8},
|
|
[463] = {9, 9, 6},
|
|
[464] = {8, 8, 8},
|
|
[465] = {7, 8.5, 8.5},
|
|
[466] = {7.5, 8, 8.5},
|
|
[467] = {7.5, 8.5, 8},
|
|
[468] = {7.5, 8.5, 8},
|
|
[469] = {7, 8.5, 8.5},
|
|
[470] = {7, 8.5, 8.5},
|
|
[471] = {8.5, 7.5, 8},
|
|
[472] = {8.5, 7.5, 8},
|
|
[473] = {9, 7.5, 7.5},
|
|
[474] = {6, 8, 10},
|
|
[475] = {8.5, 7, 8.5},
|
|
[476] = {7.5, 7.5, 9},
|
|
[477] = {7.5, 7.5, 9},
|
|
[478] = {8.5, 8, 7.5},
|
|
[479] = {8, 6.5, 9.5},
|
|
[480] = {8, 8.5, 7.5},
|
|
[482] = {7.5, 8, 8.5},
|
|
[483] = {8.5, 7.5, 8},
|
|
[484] = {7, 8.5, 8.5},
|
|
[485] = {9, 7.5, 7.5},
|
|
[486] = {8, 7.5, 8.5},
|
|
[487] = {8, 8, 8},
|
|
[488] = {7.5, 8, 8.5},
|
|
[489] = {8, 8.5, 7.5},
|
|
[491] = {7, 9, 8},
|
|
[492] = {8, 8.5, 7.5},
|
|
[493] = {9.5, 8.5, 6},
|
|
[494] = {8, 8, 8},
|
|
[495] = {8.5, 7.5, 8},
|
|
[496] = {9.5, 8.5, 6},
|
|
[497] = {8.5, 7, 8.5},
|
|
[498] = {8.5, 8, 7.5},
|
|
[499] = {8, 7.5, 8.5},
|
|
[500] = {8, 8, 8},
|
|
[502] = {8.5, 7.5, 8},
|
|
[503] = {7.5, 7.5, 9},
|
|
[504] = {8, 8.5, 7.5},
|
|
[505] = {7.5, 8, 8.5},
|
|
[506] = {7, 8.5, 8.5},
|
|
[507] = {7.5, 8.5, 8},
|
|
[508] = {8, 8, 8},
|
|
[509] = {8, 8, 8},
|
|
[510] = {8.5, 7.5, 8},
|
|
[511] = {7.5, 8, 8.5},
|
|
[512] = {7.5, 8.5, 8},
|
|
[513] = {8, 8, 8},
|
|
[514] = {8, 8, 8},
|
|
[515] = {8, 8, 8},
|
|
[517] = {8, 8, 8},
|
|
[518] = {9, 8.5, 6.5},
|
|
[519] = {8.5, 8, 7.5},
|
|
[521] = {7, 9, 8},
|
|
[523] = {9, 8, 7},
|
|
[525] = {8, 8, 8},
|
|
[528] = {7.5, 8, 8.5},
|
|
[529] = {8, 8, 8},
|
|
[530] = {8, 8, 8},
|
|
[532] = {8.5, 9, 6.5},
|
|
[534] = {7.5, 8.5, 8},
|
|
[535] = {8, 8, 8},
|
|
[536] = {8.5, 8, 7.5},
|
|
[537] = {8.5, 8, 7.5},
|
|
[538] = {8.5, 8.5, 7},
|
|
[539] = {8, 7.5, 8.5},
|
|
[540] = {8, 7.5, 8.5},
|
|
[541] = {8.5, 7, 8.5},
|
|
[542] = {8.5, 7.5, 8},
|
|
[543] = {7.5, 8.5, 8},
|
|
[544] = {8.5, 8.5, 7},
|
|
[545] = {8, 8, 8},
|
|
[546] = {7.5, 8.5, 8},
|
|
[547] = {8, 7, 9},
|
|
[548] = {7.5, 8.5, 8},
|
|
[549] = {8, 8, 8},
|
|
[550] = {8, 7.5, 8.5},
|
|
[552] = {7.5, 8.5, 8},
|
|
[553] = {8, 7.5, 8.5},
|
|
[554] = {7.5, 8.5, 8},
|
|
[555] = {8.5, 7, 8.5},
|
|
[556] = {7.5, 8.5, 8},
|
|
[557] = {7.5, 8.5, 8},
|
|
[558] = {8, 8, 8},
|
|
[559] = {7.5, 9, 7.5},
|
|
[560] = {8.5, 7.5, 8},
|
|
[562] = {7.5, 8, 8.5},
|
|
[564] = {9.5, 7.5, 7},
|
|
[565] = {8.5, 7.5, 8},
|
|
[566] = {7.5, 7.5, 9},
|
|
[567] = {7.5, 8, 8.5},
|
|
[568] = {9.5, 8.5, 6},
|
|
[569] = {8.5, 7.5, 8},
|
|
[570] = {8, 8, 8},
|
|
[571] = {7.5, 8, 8.5},
|
|
[572] = {8.5, 8, 7.5},
|
|
[573] = {9, 7, 8},
|
|
[626] = {7.5, 8, 8.5},
|
|
[627] = {8.5, 8.5, 7},
|
|
[628] = {8.5, 8, 7.5},
|
|
[629] = {8.5, 8, 7.5},
|
|
[630] = {8, 8, 8},
|
|
[631] = {7.5, 8, 8.5},
|
|
[632] = {7.5, 8, 8.5},
|
|
[633] = {8, 8, 8},
|
|
[634] = {7, 8.5, 8.5},
|
|
[635] = {7.5, 8, 8.5},
|
|
[637] = {8, 8, 8},
|
|
[638] = {8.5, 7, 8.5},
|
|
[639] = {8, 7.5, 8.5},
|
|
[640] = {8, 7, 9},
|
|
[641] = {8, 7, 9},
|
|
[644] = {8, 7.5, 8.5},
|
|
[645] = {8, 8, 8},
|
|
[646] = {8, 8, 8},
|
|
[647] = {8, 8, 8},
|
|
[648] = {9, 7.5, 7.5},
|
|
[649] = {9, 7.5, 7.5},
|
|
[650] = {8.5, 8, 7.5},
|
|
[652] = {8, 8, 8},
|
|
[665] = {7.5, 8.5, 8},
|
|
[666] = {8, 8, 8},
|
|
[671] = {8, 8, 8},
|
|
[675] = {8, 7.5, 8.5},
|
|
[677] = {8, 8, 8},
|
|
[678] = {8, 8, 8},
|
|
[679] = {8, 8, 8},
|
|
[680] = {8, 8, 8},
|
|
[699] = {7, 8.5, 8.5},
|
|
[702] = {8.5, 7.5, 8},
|
|
[703] = {8, 8, 8},
|
|
[705] = {8, 8.5, 7.5},
|
|
[706] = {8, 8, 8},
|
|
[707] = {8, 8, 8},
|
|
[708] = {8, 7.5, 8.5},
|
|
[709] = {8, 7.5, 8.5},
|
|
[710] = {8, 8, 8},
|
|
[711] = {8, 8, 8},
|
|
[712] = {8, 8, 8},
|
|
[713] = {9, 7.5, 7.5},
|
|
[714] = {7, 8.5, 8.5},
|
|
[715] = {8, 8, 8},
|
|
[716] = {7, 8.5, 8.5},
|
|
[717] = {7.5, 8.5, 8},
|
|
[718] = {8, 8, 8},
|
|
[722] = {7.5, 8.5, 8},
|
|
[723] = {9, 7.5, 7.5},
|
|
[724] = {8, 8, 8},
|
|
[725] = {8, 8, 8},
|
|
[726] = {7, 8.5, 8.5},
|
|
[727] = {8, 8, 8},
|
|
[728] = {8, 8, 8},
|
|
[729] = {8, 7, 9},
|
|
[730] = {8, 7, 9},
|
|
[731] = {7, 8.5, 8.5},
|
|
[732] = {8, 8.5, 7.5},
|
|
[733] = {8, 8, 8},
|
|
[737] = {6.5, 8, 9.5},
|
|
[739] = {7, 8, 9},
|
|
[740] = {8, 7.5, 8.5},
|
|
[741] = {8, 8, 8},
|
|
[742] = {8, 8, 8},
|
|
[743] = {9.5, 8.5, 6},
|
|
[744] = {8.5, 7, 8.5},
|
|
[745] = {8, 8, 8},
|
|
[746] = {8.5, 9, 6.5},
|
|
[747] = {7.5, 8.5, 8},
|
|
[748] = {8, 8.5, 7.5},
|
|
[749] = {8, 8, 8},
|
|
[750] = {8, 8, 8},
|
|
[751] = {8, 7.5, 8.5},
|
|
[752] = {9, 7.5, 7.5},
|
|
[753] = {7.5, 8.5, 8},
|
|
[754] = {8, 8, 8},
|
|
[755] = {9, 6.5, 8.5},
|
|
[756] = {8.5, 7, 8.5},
|
|
[757] = {8.5, 8, 7.5},
|
|
[758] = {7.5, 8.5, 8},
|
|
[792] = {8, 8.5, 7.5},
|
|
[800] = {8, 8, 8},
|
|
[802] = {8.5, 8.5, 7},
|
|
[817] = {8.5, 8, 7.5},
|
|
[818] = {8, 8.5, 7.5},
|
|
[819] = {7.5, 8.5, 8},
|
|
[820] = {8, 8, 8},
|
|
[821] = {8, 8, 8},
|
|
[823] = {8, 8, 8},
|
|
[824] = {8, 8, 8},
|
|
[825] = {8, 8, 8},
|
|
[826] = {8, 8, 8},
|
|
[827] = {8, 8, 8},
|
|
[828] = {8, 8, 8},
|
|
[829] = {8, 8, 8},
|
|
[830] = {8, 8, 8},
|
|
[831] = {8, 8, 8},
|
|
[832] = {8, 8, 8},
|
|
[833] = {8, 8, 8},
|
|
[834] = {8.5, 8, 7.5},
|
|
[835] = {8, 8, 8},
|
|
[836] = {7.5, 7, 9.5},
|
|
[837] = {8.5, 8, 7.5},
|
|
[838] = {8, 8, 8},
|
|
[844] = {8, 8.5, 7.5},
|
|
[845] = {8, 8, 8},
|
|
[846] = {6, 8, 10},
|
|
[847] = {8, 8, 8},
|
|
[848] = {8, 7, 9},
|
|
[849] = {8, 8, 8},
|
|
[850] = {8, 8, 8},
|
|
[851] = {7.5, 8, 8.5},
|
|
[855] = {7.5, 8.5, 8},
|
|
[856] = {8, 8, 8},
|
|
[868] = {8, 8, 8},
|
|
[872] = {8, 8, 8},
|
|
[873] = {8, 8, 8},
|
|
[874] = {8, 8, 8},
|
|
[875] = {8, 8, 8},
|
|
[876] = {8, 8, 8},
|
|
[877] = {8, 8, 8},
|
|
[878] = {8, 8, 8},
|
|
[879] = {8, 8, 8},
|
|
[880] = {8, 8, 8},
|
|
[881] = {8, 8, 8},
|
|
[882] = {8, 8, 8},
|
|
[883] = {8, 8, 8},
|
|
[884] = {8, 8, 8},
|
|
[885] = {8, 8, 8},
|
|
[886] = {8, 8, 8},
|
|
[887] = {8, 8, 8},
|
|
[888] = {8, 8, 8},
|
|
[889] = {8, 8, 8},
|
|
[890] = {8, 8, 8},
|
|
[891] = {8, 8, 8},
|
|
[892] = {8, 8, 8},
|
|
[893] = {8, 8, 8},
|
|
[894] = {8, 8, 8},
|
|
[895] = {8, 8, 8},
|
|
[896] = {8, 8, 8},
|
|
[897] = {8, 8, 8},
|
|
[898] = {8, 8, 8},
|
|
[899] = {8, 8, 8},
|
|
[900] = {8, 8, 8},
|
|
[901] = {8, 8, 8},
|
|
[902] = {8, 8, 8},
|
|
[903] = {7.5, 9, 7.5},
|
|
[904] = {8, 8, 8},
|
|
[905] = {8, 8, 8},
|
|
[906] = {8, 8, 8},
|
|
[907] = {8, 8, 8},
|
|
[908] = {8, 8, 8},
|
|
[909] = {8, 8, 8},
|
|
[911] = {8, 8.5, 7.5},
|
|
[912] = {8, 8.5, 7.5},
|
|
[913] = {8, 8.5, 7.5},
|
|
[915] = {8, 8, 8},
|
|
[916] = {8, 8, 8},
|
|
[917] = {8, 8, 8},
|
|
[921] = {8, 8, 8},
|
|
[922] = {8, 8, 8},
|
|
[923] = {8.5, 7.5, 8},
|
|
[924] = {8, 8, 8},
|
|
[925] = {8, 8, 8},
|
|
[926] = {8, 8, 8},
|
|
[927] = {8, 8, 8},
|
|
[928] = {8, 8, 8},
|
|
[929] = {8, 8, 8},
|
|
[931] = {8, 8, 8},
|
|
[932] = {8, 8, 8},
|
|
[933] = {8, 8, 8},
|
|
[934] = {8, 8, 8},
|
|
[935] = {8, 8, 8},
|
|
[936] = {8, 8, 8},
|
|
[937] = {8, 8, 8},
|
|
[938] = {8, 8, 8},
|
|
[939] = {8, 8, 8},
|
|
[941] = {8, 8, 8},
|
|
[942] = {8, 8, 8},
|
|
[943] = {8, 8, 8},
|
|
[944] = {8, 8, 8},
|
|
[945] = {8, 8, 8},
|
|
[946] = {8, 8, 8},
|
|
[947] = {8, 8, 8},
|
|
[948] = {8, 8, 8},
|
|
[949] = {8, 8, 8},
|
|
[950] = {8, 8, 8},
|
|
[951] = {8, 8, 8},
|
|
[952] = {8, 8, 8},
|
|
[953] = {8, 8, 8},
|
|
[954] = {8, 8, 8},
|
|
[955] = {8, 8, 8},
|
|
[956] = {8, 8, 8},
|
|
[957] = {8, 8, 8},
|
|
[958] = {8, 8, 8},
|
|
[959] = {8, 8, 8},
|
|
[960] = {8, 8, 8},
|
|
[961] = {8, 8, 8},
|
|
[962] = {8, 8, 8},
|
|
[963] = {8, 8, 8},
|
|
[964] = {8, 8, 8},
|
|
[965] = {8, 8, 8},
|
|
[966] = {8, 8, 8},
|
|
[967] = {8, 8, 8},
|
|
[968] = {8, 8, 8},
|
|
[969] = {8, 8, 8},
|
|
[970] = {8, 8, 8},
|
|
[971] = {8, 8, 8},
|
|
[972] = {8, 8, 8},
|
|
[973] = {8, 8, 8},
|
|
[974] = {8, 8, 8},
|
|
[975] = {8, 8, 8},
|
|
[976] = {8, 8, 8},
|
|
[977] = {8, 8, 8},
|
|
[978] = {8, 8, 8},
|
|
[979] = {8, 8, 8},
|
|
[980] = {8, 8, 8},
|
|
[981] = {8, 8, 8},
|
|
[982] = {8, 8, 8},
|
|
[983] = {8, 8, 8},
|
|
[984] = {8, 8, 8},
|
|
[985] = {8, 8, 8},
|
|
[986] = {8, 8, 8},
|
|
[987] = {8, 8, 8},
|
|
[988] = {8, 8, 8},
|
|
[989] = {8, 8, 8},
|
|
[990] = {8, 8, 8},
|
|
[991] = {8, 8, 8},
|
|
[992] = {8, 8, 8},
|
|
[993] = {8, 8, 8},
|
|
[994] = {8, 8, 8},
|
|
[995] = {8, 8, 8},
|
|
[996] = {8, 8, 8},
|
|
[997] = {8, 8, 8},
|
|
[998] = {8, 8, 8},
|
|
[999] = {8, 8, 8},
|
|
[1000] = {8, 8, 8},
|
|
[1001] = {8, 8, 8},
|
|
[1002] = {8, 8, 8},
|
|
[1003] = {8, 8, 8},
|
|
[1004] = {8, 8, 8},
|
|
[1005] = {8, 8, 8},
|
|
[1006] = {8, 8, 8},
|
|
[1007] = {8, 8, 8},
|
|
[1008] = {8, 8, 8},
|
|
[1009] = {8, 8, 8},
|
|
[1010] = {8, 8, 8},
|
|
[1011] = {8, 8, 8},
|
|
[1012] = {8, 8, 8},
|
|
[1013] = {9, 7.5, 7.5},
|
|
[1039] = {7.5, 7.5, 9},
|
|
[1040] = {8, 8, 8},
|
|
[1042] = {6.75, 10.5, 6.75},
|
|
[1061] = {8, 8, 8},
|
|
[1062] = {8, 7.5, 8.5},
|
|
[1063] = {8.5, 8.5, 7},
|
|
[1065] = {8.5, 8.5, 7},
|
|
[1066] = {8, 8, 8},
|
|
[1067] = {8.5, 7.5, 8},
|
|
[1068] = {8, 8, 8},
|
|
[1073] = {8, 8, 8},
|
|
[1117] = {7.5, 8.5, 8.5},
|
|
[1124] = {8, 8, 8},
|
|
[1125] = {8, 8, 8},
|
|
[1126] = {8, 8, 8},
|
|
[1127] = {7.5, 8.5, 8},
|
|
[1128] = {8, 8, 8},
|
|
[1129] = {11.5, 15.5, 7.5},
|
|
[1130] = {8, 8, 8},
|
|
[1131] = {8, 8, 8},
|
|
[1132] = {8, 8, 8},
|
|
[1133] = {8, 8, 8},
|
|
[1134] = {8, 8, 8},
|
|
[1135] = {8, 8, 8},
|
|
[1136] = {8, 8, 8},
|
|
[1137] = {8, 8, 8},
|
|
[1138] = {8, 8, 8},
|
|
[1139] = {8, 8, 8},
|
|
[1140] = {8, 8, 8},
|
|
[1141] = {8, 8, 8},
|
|
[1142] = {8.5, 7.5, 8},
|
|
[1143] = {8, 8, 8},
|
|
[1144] = {8, 8, 8},
|
|
[1145] = {8, 8, 8},
|
|
[1146] = {8, 8, 8},
|
|
[1147] = {8, 8, 8},
|
|
[1149] = {8, 8, 8},
|
|
[1150] = {8, 8, 8},
|
|
[1151] = {8, 8, 8},
|
|
[1152] = {7.5, 8.5, 8},
|
|
[1153] = {8, 8, 8},
|
|
[1154] = {8, 8, 8},
|
|
[1155] = {8, 8.5, 7.5},
|
|
[1156] = {8, 8, 8},
|
|
[1157] = {8, 8, 8},
|
|
[1158] = {8, 8, 8},
|
|
[1159] = {7.5, 8.5, 8},
|
|
[1160] = {8.5, 8, 7.5},
|
|
[1161] = {8, 8.5, 7.5},
|
|
[1162] = {7, 9, 8},
|
|
[1163] = {9, 8, 7},
|
|
[1164] = {7.5, 8, 8.5},
|
|
[1165] = {8, 8.5, 7.5},
|
|
[1166] = {8, 8.5, 7.5},
|
|
[1167] = {8, 8.5, 7.5},
|
|
[1168] = {8, 8, 8},
|
|
[1174] = {7.5, 8.5, 8},
|
|
[1175] = {8, 8, 8},
|
|
[1176] = {8, 8, 8},
|
|
[1177] = {9, 8, 7},
|
|
[1178] = {8, 8, 8},
|
|
[1179] = {8, 8.5, 7.5},
|
|
[1180] = {7, 8.5, 8.5},
|
|
[1181] = {7.5, 8, 8.5},
|
|
[1182] = {8.5, 7.5, 8},
|
|
[1183] = {8, 8, 8},
|
|
[1184] = {8.25, 8, 7.75},
|
|
[1185] = {8, 8, 8},
|
|
[1187] = {11.625, 15.375, 7.625},
|
|
[1188] = {11.375, 15.125, 7.75},
|
|
[1189] = {11.875, 16, 7.25},
|
|
[1190] = {11.125, 14.25, 7.875},
|
|
[1191] = {12, 15.75, 7},
|
|
[1192] = {11.625, 15, 7.375},
|
|
[1193] = {11, 14.5, 7.5},
|
|
[1194] = {11.25, 15.25, 7.875},
|
|
[1195] = {11, 15, 8},
|
|
[1196] = {8, 8, 8},
|
|
[1197] = {8, 8, 8},
|
|
[1198] = {8, 8, 8},
|
|
[1200] = {8.25, 8, 7.75},
|
|
[1201] = {7, 8.5, 8.5},
|
|
[1202] = {8, 7.5, 8.5},
|
|
[1204] = {8.5, 7.5, 8},
|
|
[1205] = {8.25, 8, 7.75},
|
|
[1206] = {7.5, 8, 8.5},
|
|
[1207] = {7.5, 8.5, 8.5},
|
|
[1208] = {7.5, 8, 8.5},
|
|
[1209] = {7.5, 8, 8.5},
|
|
[1211] = {7, 8.5, 8.5},
|
|
[1212] = {7, 8.5, 8.5},
|
|
[1213] = {7, 8.5, 8.5},
|
|
[1226] = {7.5, 8.5, 8},
|
|
[1227] = {8.5, 8, 7.5},
|
|
[1228] = {8, 8.25, 7.75},
|
|
[1229] = {7.75, 8, 8.25},
|
|
[1230] = {8.25, 8.25, 7.5},
|
|
[1231] = {8, 8, 8},
|
|
[1232] = {7.75, 8.25, 8},
|
|
[1233] = {8.25, 8.5, 7.25},
|
|
[1234] = {8.25, 8, 7.75},
|
|
[1235] = {8, 8, 8},
|
|
[1236] = {7.5, 8.25, 8.25},
|
|
[1237] = {8, 8.25, 7.75},
|
|
[1238] = {8.5, 8.5, 7},
|
|
[1243] = {8, 8, 8},
|
|
[1244] = {8, 8, 8},
|
|
[1245] = {8, 8, 8},
|
|
[1247] = {11, 16, 7},
|
|
[1248] = {8.25, 8, 7.75},
|
|
[1255] = {8, 8, 8},
|
|
[1256] = {8, 8, 8},
|
|
[1257] = {8, 8, 8},
|
|
[1258] = {8, 9, 7},
|
|
[1259] = {9, 8, 8},
|
|
[1266] = {8, 8.25, 7.75},
|
|
[1267] = {11.25, 15.25, 7},
|
|
[1268] = {9, 8.375, 6.625},
|
|
[1269] = {8, 9.25, 6.75},
|
|
[1271] = {8, 7.5, 8.5},
|
|
[1276] = {8, 8, 8},
|
|
[1277] = {8.5, 8, 7.5},
|
|
[1278] = {8, 8.25, 7.25},
|
|
[1279] = {8.5, 8, 7.5},
|
|
[1280] = {8.5, 8, 7.5},
|
|
[1281] = {8, 8.5, 8},
|
|
[1282] = {8, 9.25, 6.75},
|
|
[1283] = {8, 9.5, 6.5},
|
|
[1284] = {9.25, 8, 6.75},
|
|
[1285] = {8, 7.5, 8.5},
|
|
[1286] = {7.875, 7.875, 8.25},
|
|
[1287] = {8, 9, 7.25},
|
|
[1288] = {9.5, 8, 6.5},
|
|
[1289] = {8, 9.5, 7},
|
|
[1290] = {8.25, 8, 7.75},
|
|
[1291] = {9.5, 8, 6.5},
|
|
[1292] = {8, 8, 6.75},
|
|
[1293] = {8, 7.5, 8},
|
|
[1295] = {8, 8.75, 7},
|
|
[1296] = {9.25, 8, 7},
|
|
[1297] = {8, 8, 8.25},
|
|
[1298] = {8, 8, 8},
|
|
[1299] = {8, 8, 8},
|
|
[1300] = {8, 8, 8},
|
|
[1301] = {8, 8, 8},
|
|
[1303] = {8.25, 8.25, 7.5},
|
|
[1304] = {7, 8.5, 8.5},
|
|
[1305] = {8.5, 8, 7.5},
|
|
[1311] = {11.25, 15.25, 7.375},
|
|
[1317] = {11.25, 15.25, 6.75},
|
|
[1319] = {11.25, 15.25, 7.35},
|
|
[1320] = {8, 8, 8},
|
|
[1321] = {8, 8.5, 7.5},
|
|
[1322] = {8.5, 8.5, 7},
|
|
[1323] = {7.5, 8.25, 8.25},
|
|
[1324] = {8, 8, 8},
|
|
[1325] = {8, 8, 8},
|
|
[1326] = {8, 8, 8},
|
|
[1328] = {8, 8, 8},
|
|
[1329] = {8, 8, 8},
|
|
[1330] = {7.5, 8, 8.5},
|
|
[1331] = {8, 8, 8},
|
|
[1332] = {8, 8, 8},
|
|
[1333] = {7.75, 8.5, 7.75},
|
|
[1334] = {7.5, 8, 8.5},
|
|
[1335] = {8, 8, 8},
|
|
[1336] = {8, 8, 8},
|
|
[1337] = {7.5, 9, 7.5},
|
|
[1338] = {8.5, 7.5, 8},
|
|
[1339] = {13, 19.5, 5},
|
|
[1343] = {8, 8, 8},
|
|
[1344] = {8.25, 8, 7.75},
|
|
[1345] = {8, 8, 8},
|
|
[1346] = {8, 8, 8},
|
|
[1348] = {8, 8, 8},
|
|
[1349] = {7.75, 8.25, 8},
|
|
[1350] = {8, 8, 8},
|
|
[1351] = {8, 8, 8},
|
|
[1352] = {48, 8, 6.5},
|
|
[1354] = {12, 15.25, 7.35},
|
|
[1363] = {8, 8, 8},
|
|
[1364] = {8.3, 7.9, 7.8},
|
|
[1365] = {8, 8, 8},
|
|
[1384] = {8, 8.75, 7.25},
|
|
[1385] = {8, 8, 8},
|
|
[1386] = {8.125, 8.375, 7.5},
|
|
[1387] = {8, 8.5, 7.5},
|
|
[1394] = {8.5, 8, 7.5},
|
|
[1395] = {8, 8, 8},
|
|
[1396] = {8.5, 8, 7.5},
|
|
[1400] = {6.5, 9, 8.5},
|
|
[1401] = {7, 9, 8},
|
|
[1402] = {8, 7.25, 8.75},
|
|
[1403] = {8, 8, 8},
|
|
[1409] = {23, 8, 6.25},
|
|
[1410] = {13.32, 7.5, 7.5},
|
|
[1411] = {8, 8, 8},
|
|
[1412] = {8, 8, 8},
|
|
[1416] = {8, 8, 8},
|
|
[1420] = {9, 8, 8},
|
|
[1423] = {7, 8.5, 8.5},
|
|
[1424] = {8, 8, 7.5},
|
|
[1426] = {13, 8, 5.5},
|
|
[1427] = {7.625, 7.875, 8.5},
|
|
[1428] = {8, 8, 8},
|
|
[1429] = {8, 8, 8},
|
|
[1430] = {8, 8, 8},
|
|
[1431] = {8, 8, 8},
|
|
[1432] = {8, 8, 8},
|
|
[1433] = {8, 8, 8},
|
|
[1434] = {8, 8, 8},
|
|
[1435] = {9, 8.5, 6.5},
|
|
[1441] = {8.5, 7.5, 8},
|
|
[1442] = {8, 8, 8},
|
|
[1443] = {8, 8, 7.25},
|
|
[1444] = {8, 8, 7.5},
|
|
[1446] = {8, 8, 8},
|
|
[1447] = {8, 8, 8},
|
|
[1448] = {8, 8, 8},
|
|
[1449] = {8, 8, 8},
|
|
[1450] = {8, 8, 8},
|
|
[1451] = {8, 8, 8},
|
|
[1453] = {8, 8, 8},
|
|
[1454] = {8, 8, 8},
|
|
[1455] = {8, 8, 8},
|
|
[1456] = {8, 8, 8},
|
|
[1457] = {8, 8, 8},
|
|
[1458] = {8, 8, 8},
|
|
[1462] = {8, 8, 8},
|
|
[1463] = {8, 8, 8},
|
|
[1464] = {8, 8, 8},
|
|
[1465] = {8, 8, 8},
|
|
[1466] = {8, 8, 8},
|
|
[1467] = {8, 8, 8},
|
|
[1468] = {7.625, 8.25, 8.125},
|
|
[1469] = {7.625, 8.25, 8.125},
|
|
[1470] = {7.625, 8.25, 8.125},
|
|
[1471] = {8, 8, 8},
|
|
[1472] = {7.5, 8, 8.5},
|
|
[1473] = {8.75, 8, 7.25},
|
|
[1474] = {8.625, 8, 7.375},
|
|
[1475] = {8, 8, 7.5},
|
|
[1476] = {8, 8, 7.5},
|
|
[1477] = {8, 8, 7.5},
|
|
[1478] = {8, 8, 8},
|
|
[1479] = {13.625, 7.5, 9},
|
|
[1480] = {23.5, 8, 7.375},
|
|
[1482] = {14.25, 8, 7},
|
|
[1483] = {6, 10, 8},
|
|
[1484] = {8, 8, 8},
|
|
[1485] = {8, 8, 8},
|
|
[1486] = {23, 8, 5.5},
|
|
[1487] = {16, 8.25, 7.25},
|
|
[1488] = {16, 8, 7.5},
|
|
[1489] = {15.5, 9.25, 6.75},
|
|
[1490] = {14.25, 9.25, 8},
|
|
[1492] = {9, 8, 7},
|
|
[1493] = {8, 8, 8},
|
|
[1494] = {8, 8, 8},
|
|
[1495] = {7.75, 7.75, 8.5},
|
|
[1496] = {8, 8, 8},
|
|
[1497] = {7.625, 8.25, 8.125},
|
|
[1498] = {7.5, 9, 7.5},
|
|
[1499] = {13.5, 9, 7},
|
|
[1500] = {13.5, 7.5, 8.5},
|
|
[1501] = {10, 7, 7},
|
|
[1502] = {8, 8, 7.5},
|
|
[1503] = {8.5, 8.5, 7},
|
|
[1504] = {7.25, 7.25, 9.25},
|
|
[1505] = {7.25, 8.75, 8},
|
|
[1506] = {7.25, 8.75, 8},
|
|
[1507] = {23, 10, 6},
|
|
[1508] = {8.5, 7.5, 8},
|
|
[1509] = {8, 8.75, 6.75},
|
|
[1510] = {8.5, 8.5, 7},
|
|
[1511] = {8, 8, 8},
|
|
[1514] = {8, 8, 8},
|
|
[1515] = {8, 8, 8},
|
|
[1516] = {8, 8, 8},
|
|
[1517] = {8, 8.5, 7.5},
|
|
[1518] = {8, 8.5, 7.5},
|
|
[1519] = {9.5, 9.75, 9.75},
|
|
[1521] = {8, 8, 8},
|
|
[1523] = {8, 8, 8},
|
|
[1524] = {8, 8, 8},
|
|
[1530] = {8, 8, 8},
|
|
[1531] = {8.5, 7, 8.5},
|
|
[1532] = {7.5, 9, 7.5},
|
|
[1533] = {8.5, 9, 6.5},
|
|
[1536] = {8, 8, 8},
|
|
[1537] = {8, 8, 8},
|
|
[1538] = {8, 8, 8},
|
|
[1539] = {8, 8, 8},
|
|
[1540] = {8, 8, 8},
|
|
[1541] = {8, 8, 8},
|
|
[1542] = {8, 8, 8},
|
|
[1543] = {9, 8, 7},
|
|
[1544] = {8, 8, 8},
|
|
[1545] = {8, 8, 8},
|
|
[1546] = {8, 8, 8},
|
|
[1547] = {8, 8, 8},
|
|
[1548] = {9.5, 8, 6.5},
|
|
[1549] = {7.25, 9.25, 7.5},
|
|
[1550] = {8, 8, 8},
|
|
[1552] = {8, 8, 8},
|
|
[1553] = {8, 8, 8},
|
|
[1554] = {8, 8, 8},
|
|
[1555] = {8, 8, 8},
|
|
[1556] = {9.25, 9.25, 5.5},
|
|
[1557] = {8, 8, 8},
|
|
[1558] = {8, 8, 8},
|
|
[1559] = {8, 8, 8},
|
|
[1560] = {8, 10.75, 8},
|
|
[1561] = {8, 9.5, 8},
|
|
[1562] = {8, 10, 8},
|
|
[1563] = {8, 8, 8},
|
|
[1564] = {8, 8, 8},
|
|
[1565] = {8, 8, 8},
|
|
[1566] = {8, 8, 8},
|
|
[1567] = {7.5, 8.5, 8},
|
|
[1568] = {8, 8, 8},
|
|
[1569] = {9.75, 7.25, 7},
|
|
[1570] = {7.5, 9, 7.5},
|
|
[1571] = {8, 8, 8},
|
|
[1572] = {8, 8, 8},
|
|
[1573] = {8, 8, 8},
|
|
[1574] = {7.5, 9.5, 7},
|
|
[1575] = {7, 9, 8},
|
|
[1576] = {6.75, 9.25, 8},
|
|
[1577] = {8, 8, 8},
|
|
[1578] = {7.5, 9, 7.5},
|
|
[1579] = {7.5, 9, 7.5},
|
|
[1581] = {7.5, 9, 7.5},
|
|
[1582] = {7.5, 9, 7.5},
|
|
[1583] = {7.5, 9, 7.5},
|
|
[1586] = {8, 8, 8},
|
|
[1587] = {8, 8, 8},
|
|
[1588] = {8, 8, 8},
|
|
[1589] = {8, 8, 8},
|
|
[1590] = {8, 7.5, 8.5},
|
|
[1591] = {8, 7.5, 8.5},
|
|
[1592] = {8, 7.5, 8.5},
|
|
[1593] = {8, 7.5, 8.5},
|
|
[1594] = {8, 8, 8},
|
|
[1595] = {8, 8, 8},
|
|
[1596] = {7.5, 9, 7.5},
|
|
[1597] = {7.5, 9, 7.5},
|
|
[1598] = {9, 7.5, 7.5},
|
|
[1599] = {9, 7.5, 7.5},
|
|
[1600] = {7.5, 9.5, 7},
|
|
[1601] = {6.75, 9.25, 8},
|
|
[1602] = {6.75, 9.25, 8},
|
|
[1603] = {7, 8, 9},
|
|
[1604] = {8, 8, 8},
|
|
[1605] = {8, 9.5, 6.5},
|
|
[1607] = {8.625, 8, 7.375},
|
|
[1608] = {8.75, 8, 7.25},
|
|
[1609] = {7.5, 8, 8.5},
|
|
[1610] = {8.5, 8.5, 7},
|
|
[1615] = {7.5, 8, 8.5},
|
|
[1622] = {8.5, 8, 7.5},
|
|
[1623] = {8, 8, 8},
|
|
[1624] = {8, 8, 8},
|
|
[1625] = {8, 8, 8},
|
|
[1626] = {8, 8, 8},
|
|
[1627] = {8, 8, 8},
|
|
[1628] = {8, 8, 8},
|
|
[1629] = {8, 8, 8},
|
|
[1631] = {8, 8, 8},
|
|
[1632] = {8, 8, 8},
|
|
[1633] = {8, 8, 8},
|
|
[1634] = {8, 8, 8},
|
|
[1635] = {8, 8, 8},
|
|
[1636] = {8, 8, 8},
|
|
[1637] = {8, 8, 8},
|
|
[1639] = {8.25, 8.25, 7.5},
|
|
[1640] = {9, 7.5, 7.5},
|
|
[1641] = {8, 8, 8},
|
|
[1642] = {8, 8, 8},
|
|
[1643] = {8, 8, 8},
|
|
[1644] = {8, 8, 8},
|
|
[1645] = {8, 7.5, 8.5},
|
|
[1646] = {8, 8, 8},
|
|
[1647] = {7.5, 9.5, 7},
|
|
[1648] = {8, 8, 8},
|
|
[1649] = {9, 8.5, 6.5},
|
|
[1651] = {8.5, 7.5, 8},
|
|
[1652] = {7.625, 7.875, 8.5},
|
|
[1653] = {7.625, 7.875, 8.5},
|
|
[1654] = {7.625, 7.875, 8.5},
|
|
[1655] = {8, 8, 8},
|
|
[1656] = {8, 8, 8},
|
|
[1660] = {7.5, 8.5, 8},
|
|
[1661] = {7.75, 7.75, 8.5},
|
|
[1662] = {7, 8.5, 8.5},
|
|
[1663] = {8.5, 8, 7.5},
|
|
[1664] = {7.5, 8.5, 8},
|
|
[1665] = {8.75, 8, 7.25},
|
|
[1666] = {8, 8, 8},
|
|
[1671] = {11.75, 9.25, 8},
|
|
[1672] = {8.5, 8.75, 6.75},
|
|
[1673] = {10.5, 10.5, 8},
|
|
[1674] = {8, 11.75, 9.25},
|
|
[1675] = {9.25, 10.5, 9.25},
|
|
[1676] = {9.25, 8, 11.75},
|
|
[1677] = {10.5, 9.25, 9.25},
|
|
[1678] = {9.25, 9.25, 10.5},
|
|
[1679] = {8, 10.5, 10.5},
|
|
[1680] = {11.75, 8, 9.25},
|
|
[1681] = {10.5, 8, 10.5},
|
|
[1682] = {9.665, 9.665, 9.665},
|
|
[1683] = {8, 13, 8},
|
|
[1684] = {9.25, 11.75, 8},
|
|
[1685] = {8, 9.25, 11.75},
|
|
[1686] = {13, 8, 8},
|
|
[1687] = {7.75, 8.5, 7.75},
|
|
[1688] = {8.25, 8.25, 7.5},
|
|
[1690] = {7.25, 8.75, 8},
|
|
[1691] = {8, 8, 8},
|
|
[1692] = {8, 8, 8},
|
|
[1693] = {8, 8, 8},
|
|
[1699] = {8.5, 8, 7.5},
|
|
[1700] = {7.5, 8.5, 8},
|
|
[1701] = {8, 7.5, 8.5},
|
|
[1705] = {8.5, 8, 7.5},
|
|
[1706] = {8.5, 8, 7.5},
|
|
[1708] = {8.5, 8.5, 7},
|
|
[1709] = {8, 8.5, 7.5},
|
|
[1710] = {7.5, 8, 8.5},
|
|
[1711] = {8.25, 8.25, 7.5},
|
|
[1712] = {8, 8, 8},
|
|
[1713] = {8.5, 8, 7.5},
|
|
[1714] = {8, 8, 8},
|
|
[1715] = {8, 8.5, 7.5},
|
|
[1716] = {8, 8, 8},
|
|
[1717] = {8.5, 7.5, 8},
|
|
[1718] = {7.5, 8, 8.5},
|
|
[1719] = {7.5, 8.25, 8.25},
|
|
[1720] = {8, 7.5, 8.5},
|
|
[1721] = {8, 8.5, 7.5},
|
|
[1722] = {8, 8.5, 7.5},
|
|
[1723] = {8, 8.5, 7.5},
|
|
[1725] = {8.25, 8.5, 7.25},
|
|
[1726] = {7, 8.5, 8.5},
|
|
[1727] = {7, 8.5, 8.5},
|
|
[1728] = {7.5, 9, 7.5},
|
|
[1729] = {8, 7, 9},
|
|
[1730] = {8, 8, 8},
|
|
[1731] = {7, 8.5, 8.5},
|
|
[1734] = {8, 7.5, 8.5},
|
|
[1735] = {8.5, 8.5, 7},
|
|
[1736] = {7.5, 8, 8.5},
|
|
[1737] = {8, 8, 8},
|
|
[1738] = {8, 8, 8},
|
|
[1739] = {8, 7.5, 8.5},
|
|
[1740] = {8, 8, 8},
|
|
[1741] = {8, 8, 8},
|
|
[1742] = {10.5, 10.5, 6.75},
|
|
[1743] = {7.75, 7.75, 8.5},
|
|
[1744] = {8, 8, 8},
|
|
[1745] = {7.5, 7.5, 9},
|
|
[1746] = {7.5, 7.5, 9},
|
|
[1748] = {7, 8.5, 8.5},
|
|
[1749] = {7.5, 8, 8.5},
|
|
[1750] = {8.5, 8.5, 7},
|
|
[1751] = {9, 8.5, 6.5},
|
|
[1752] = {7.5, 9, 7.5},
|
|
[1753] = {7.75, 8.5, 7.75},
|
|
[1754] = {7.75, 8.5, 7.75},
|
|
[1755] = {7.75, 8.5, 7.75},
|
|
[1756] = {8.5, 8, 7.5},
|
|
[1757] = {8.5, 8, 7.5},
|
|
[1758] = {8.5, 8, 7.5},
|
|
[1759] = {8.5, 8, 7.5},
|
|
[1760] = {8, 8.5, 7.5},
|
|
[1761] = {8.5, 8.5, 7},
|
|
[1762] = {8, 8.5, 7.5},
|
|
[1763] = {8.5, 8, 7.5},
|
|
[1764] = {7.625, 8.375, 8},
|
|
[1765] = {7.625, 8.375, 8},
|
|
[1766] = {7.625, 8.375, 8},
|
|
[1770] = {9, 8.5, 6.5},
|
|
[1771] = {7.5, 8, 8.5},
|
|
[1772] = {8, 8, 8},
|
|
[1773] = {7.625, 8.375, 8},
|
|
[1774] = {7.625, 8.375, 8},
|
|
[1775] = {7.5, 8.5, 8},
|
|
[1776] = {9.5, 8.5, 6},
|
|
[1777] = {8.25, 8.25, 7.5},
|
|
[1778] = {8, 7, 9},
|
|
[1780] = {8, 7, 9},
|
|
[1781] = {7.5, 9, 7.5},
|
|
[1782] = {8, 8.25, 7.75},
|
|
[1787] = {8.25, 8, 7.75},
|
|
[1788] = {8.5, 7.5, 8},
|
|
[1789] = {9, 7.5, 7.5},
|
|
[1790] = {8.5, 7.5, 8},
|
|
[1791] = {8, 8, 8},
|
|
[1792] = {8.25, 8.25, 7.5},
|
|
[1793] = {8, 8, 8},
|
|
[1794] = {8.5, 8.5, 7},
|
|
[1795] = {8.3, 7.9, 7.8},
|
|
[1796] = {8, 8.5, 7.5},
|
|
[1797] = {8, 8.5, 7.5},
|
|
[1798] = {8.5, 7.5, 8},
|
|
[1799] = {8, 8, 8},
|
|
[1800] = {8.5, 8, 7.5},
|
|
[1801] = {8.5, 7.5, 8},
|
|
[1802] = {8, 8, 8},
|
|
[1803] = {8, 8, 8},
|
|
[1804] = {7, 8.5, 8.5},
|
|
[1805] = {8, 7.5, 8.5},
|
|
[1806] = {8, 8, 8},
|
|
[1807] = {7, 8.5, 8.5},
|
|
[1808] = {7, 8.5, 8.5},
|
|
[1809] = {7, 8.5, 8.5},
|
|
[1810] = {7, 8.5, 8.5},
|
|
[1811] = {8, 8, 8},
|
|
[1815] = {13, 9.25, 8},
|
|
[1816] = {8, 8, 5.5},
|
|
[1817] = {8, 8, 5.5},
|
|
[1818] = {8, 8, 5.5},
|
|
[1828] = {7.75, 8.25, 8},
|
|
[1840] = {9.5, 8.5, 6},
|
|
[1841] = {9.5, 8.5, 6},
|
|
[1842] = {9.5, 8.5, 6},
|
|
[1843] = {11.75, 8, 8},
|
|
[1846] = {8, 8, 8},
|
|
[1847] = {7.75, 8, 8.25},
|
|
[1848] = {8, 8, 8},
|
|
[1849] = {10.5, 9.25, 8},
|
|
[1850] = {10.5, 8, 8},
|
|
[1851] = {7.5, 8.5, 8},
|
|
[1852] = {8, 8, 8},
|
|
[1853] = {9.75, 7.25, 7},
|
|
[1855] = {11.125, 14.25, 7.875},
|
|
[1857] = {8, 8, 8},
|
|
[1858] = {7.5, 8.25, 8.25},
|
|
[1859] = {8, 8, 8},
|
|
[1860] = {9, 8.5, 8.5},
|
|
[1861] = {8, 8.5, 7.5},
|
|
[1862] = {7.5, 8, 8.5},
|
|
[1863] = {7.625, 8.375, 8},
|
|
[1864] = {7.625, 8.375, 8},
|
|
[1865] = {7.625, 8.375, 8},
|
|
[1866] = {8, 8, 8},
|
|
[1867] = {8, 8, 8},
|
|
[1868] = {8.5, 8, 8},
|
|
[1869] = {8, 8.25, 7.75},
|
|
[1870] = {8, 8, 8},
|
|
[1871] = {8.5, 8.5, 7},
|
|
[1872] = {8.5, 8.5, 7},
|
|
[1873] = {8.5, 8, 8.5},
|
|
[1874] = {8.5, 8.5, 8},
|
|
[1875] = {8.5, 8, 8.5},
|
|
[1877] = {8.5, 7.5, 8},
|
|
[1878] = {8.5, 7.5, 8},
|
|
[1879] = {8.5, 7.5, 8},
|
|
[1880] = {25.5, 10.5, 6},
|
|
[1881] = {15.5, 10.5, 8},
|
|
[1882] = {18, 9.25, 7},
|
|
[1883] = {18, 9, 8},
|
|
[1884] = {8, 8, 8},
|
|
[1885] = {7.5, 8, 8.5},
|
|
[1886] = {8, 8.5, 7.5},
|
|
[1887] = {8, 8, 8},
|
|
[1888] = {8, 8, 8},
|
|
[1889] = {8, 8, 8},
|
|
[1890] = {8, 8, 8},
|
|
[1891] = {15.5, 10.5, 8},
|
|
[1892] = {8, 8, 8},
|
|
[1893] = {8, 8, 8},
|
|
[1894] = {8, 8, 8},
|
|
[1895] = {10.5, 9.25, 8},
|
|
[1896] = {10.5, 9.25, 8},
|
|
[1897] = {7.5, 8.5, 8},
|
|
[1898] = {8.5, 8.5, 7},
|
|
[1899] = {8, 8, 8},
|
|
[1903] = {9.5, 8.5, -1.375},
|
|
[1904] = {8, 8, 8},
|
|
[1905] = {8, 8, 8},
|
|
[1906] = {8, 8, 8},
|
|
[1907] = {8, 8.5, 7.5},
|
|
[1911] = {8, 8, 8},
|
|
[1912] = {9, 7.5, 7.5},
|
|
[1913] = {8, 8, 8},
|
|
[1914] = {8, 8, 8},
|
|
[1915] = {8, 8, 8},
|
|
[1917] = {8, 8.5, 7.5},
|
|
[1918] = {8, 8, 8},
|
|
[1919] = {8, 8, 8},
|
|
[1920] = {8.5, 8.5, 7},
|
|
[1921] = {8.25, 7.75, 8},
|
|
[1922] = {7.75, 8, 8.25},
|
|
[1926] = {8, 9, 7},
|
|
[1927] = {8, 8.5, 7.5},
|
|
[1928] = {8, 8.5, 7.5},
|
|
[1929] = {8, 8, 8},
|
|
[1930] = {8, 8, 8},
|
|
[1931] = {7.5, 8.5, 8},
|
|
[1932] = {7.5, 8.5, 8},
|
|
[1933] = {8, 8, 8},
|
|
[1934] = {8.5, 8, 7.5},
|
|
[1935] = {7.75, 7.75, 8.5},
|
|
[1936] = {7.75, 8.25, 8},
|
|
[1937] = {8, 8, 8},
|
|
[1938] = {8, 8.25, 7.75},
|
|
[1939] = {8, 8, 8},
|
|
[1940] = {8, 8, 8},
|
|
[1941] = {7.5, 8, 8.5},
|
|
[1943] = {8, 7.5, 8.5},
|
|
[1949] = {8, 8, 8},
|
|
[1952] = {8, 8, 8},
|
|
[1953] = {8, 7.75, 8.25},
|
|
[1954] = {8, 8, 8},
|
|
[1955] = {7, 9, 8},
|
|
[1956] = {8.5, 8, 7.5},
|
|
[1957] = {9, 8, 7},
|
|
[1958] = {8, 8, 8},
|
|
[1959] = {9, 7.625, 7.375},
|
|
[1960] = {8, 8, 8},
|
|
[1961] = {8.75, 7.75, 7.5},
|
|
[1962] = {8, 8, 8},
|
|
[1963] = {8, 8, 8},
|
|
[1964] = {8, 8, 8},
|
|
[1965] = {8.25, 8.25, 7.5},
|
|
[1966] = {8, 8, 8},
|
|
[1967] = {7.75, 8.25, 8},
|
|
[1968] = {7.625, 8, 8.375},
|
|
[1969] = {8.25, 8.25, 7.5},
|
|
[1971] = {8.25, 8.5, 8.25},
|
|
[1972] = {8.25, 8.25, 8.5},
|
|
[1973] = {8.5, 8.5, 7},
|
|
[1974] = {8, 8, 8},
|
|
[1975] = {8, 8, 8},
|
|
[1976] = {8, 8, 8},
|
|
[1977] = {8, 8, 8},
|
|
[1978] = {8, 8, 8},
|
|
[1979] = {8, 8, 8},
|
|
[1981] = {8, 8, 8},
|
|
[1982] = {8, 8, 8},
|
|
[1983] = {8, 8, 8},
|
|
[1984] = {8.5, 8, 7.5},
|
|
[2004] = {7.5, 8, 8.5},
|
|
[2008] = {7.75, 8.25, 8},
|
|
[2009] = {8, 8, 8},
|
|
[2010] = {8.5, 8, 7.5},
|
|
[2011] = {7.75, 8, 8.25},
|
|
[2012] = {8, 8, 8},
|
|
[2013] = {8, 8, 8},
|
|
[2014] = {8, 8, 8},
|
|
[2015] = {8, 8, 8},
|
|
[2016] = {8, 8, 8},
|
|
[2017] = {8, 8.5, 7.5},
|
|
[2018] = {8, 8, 8},
|
|
[2022] = {8, 9.25, 6.75},
|
|
[2035] = {8, 8, 8},
|
|
[2036] = {8, 8, 8},
|
|
[2037] = {8, 8, 8},
|
|
[2042] = {7.75, 7.75, 8.5},
|
|
[2046] = {8, 8, 8},
|
|
[2047] = {8, 8.25, 7.75},
|
|
}
|
|
|
|
|
|
|
|
lib.breedData.speciesToAvailableBreeds = {
|
|
[39] = {11},
|
|
[40] = {8},
|
|
[41] = {4},
|
|
[42] = {7},
|
|
[43] = {3},
|
|
[44] = {5},
|
|
[45] = {3},
|
|
[46] = {12},
|
|
[47] = {3, 5},
|
|
[49] = {3},
|
|
[50] = {11},
|
|
[51] = {3, 5},
|
|
[52] = {3, 10, 11, 12},
|
|
[55] = {3, 5, 6, 9},
|
|
[56] = {8},
|
|
[57] = {4},
|
|
[58] = {8},
|
|
[59] = {9},
|
|
[64] = {9},
|
|
[65] = {12},
|
|
[67] = {3, 8, 10},
|
|
[68] = {3, 6, 7},
|
|
[69] = {3, 10, 11},
|
|
[70] = {3, 5, 12},
|
|
[72] = {3, 5, 11},
|
|
[74] = {11},
|
|
[75] = {5},
|
|
[77] = {3},
|
|
[78] = {12},
|
|
[83] = {8},
|
|
[84] = {3, 10, 11, 12},
|
|
[85] = {9},
|
|
[86] = {7},
|
|
[87] = {5},
|
|
[89] = {6},
|
|
[90] = {7},
|
|
[92] = {3},
|
|
[93] = {4},
|
|
[94] = {5},
|
|
[95] = {3},
|
|
[106] = {10},
|
|
[107] = {3},
|
|
[111] = {12},
|
|
[114] = {12},
|
|
[115] = {3},
|
|
[116] = {12},
|
|
[117] = {3},
|
|
[118] = {3},
|
|
[119] = {3},
|
|
[120] = {3},
|
|
[121] = {3},
|
|
[122] = {5},
|
|
[124] = {3},
|
|
[125] = {5},
|
|
[126] = {10},
|
|
[127] = {7},
|
|
[128] = {3},
|
|
[130] = {3},
|
|
[131] = {8},
|
|
[132] = {6},
|
|
[136] = {3, 7, 10, 12},
|
|
[137] = {3, 5, 11},
|
|
[138] = {3, 12},
|
|
[139] = {3, 8, 12},
|
|
[140] = {3, 4, 12},
|
|
[141] = {3, 6, 12},
|
|
[142] = {3, 5},
|
|
[143] = {3, 5, 8},
|
|
[144] = {3, 5, 11},
|
|
[145] = {3, 5, 6, 8},
|
|
[146] = {3, 5, 9, 12},
|
|
[149] = {9},
|
|
[153] = {7},
|
|
[155] = {7},
|
|
[156] = {3},
|
|
[157] = {3},
|
|
[158] = {3},
|
|
[159] = {6},
|
|
[160] = {4},
|
|
[162] = {10},
|
|
[163] = {8},
|
|
[164] = {3},
|
|
[165] = {9},
|
|
[166] = {7},
|
|
[167] = {3, 6, 9},
|
|
[168] = {5},
|
|
[169] = {3, 5},
|
|
[170] = {7},
|
|
[171] = {7},
|
|
[172] = {10},
|
|
[173] = {7},
|
|
[174] = {3},
|
|
[175] = {5},
|
|
[179] = {7},
|
|
[180] = {7},
|
|
[183] = {3},
|
|
[186] = {3, 4, 5, 8},
|
|
[187] = {8},
|
|
[188] = {6},
|
|
[189] = {3},
|
|
[190] = {6, 7, 12},
|
|
[191] = {3},
|
|
[192] = {9},
|
|
[193] = {4},
|
|
[194] = {3, 5, 8, 9, 11},
|
|
[195] = {5, 8, 9, 11},
|
|
[196] = {7},
|
|
[197] = {8},
|
|
[198] = {11},
|
|
[199] = {10},
|
|
[200] = {5},
|
|
[201] = {7},
|
|
[202] = {7},
|
|
[203] = {12},
|
|
[204] = {3},
|
|
[205] = {7},
|
|
[206] = {3, 9, 11},
|
|
[207] = {8},
|
|
[209] = {3},
|
|
[210] = {5},
|
|
[211] = {6},
|
|
[212] = {3},
|
|
[213] = {5},
|
|
[214] = {3},
|
|
[215] = {10},
|
|
[216] = {3},
|
|
[217] = {7},
|
|
[218] = {4},
|
|
[220] = {9},
|
|
[224] = {10},
|
|
[225] = {3},
|
|
[226] = {4},
|
|
[227] = {4},
|
|
[228] = {7},
|
|
[229] = {3},
|
|
[231] = {3},
|
|
[232] = {8},
|
|
[233] = {8},
|
|
[234] = {10},
|
|
[235] = {10},
|
|
[236] = {6},
|
|
[237] = {3},
|
|
[238] = {11},
|
|
[239] = {4},
|
|
[240] = {3},
|
|
[241] = {12},
|
|
[242] = {8},
|
|
[243] = {10},
|
|
[244] = {7},
|
|
[245] = {8},
|
|
[246] = {3},
|
|
[247] = {6},
|
|
[248] = {8},
|
|
[249] = {7},
|
|
[250] = {8},
|
|
[251] = {3},
|
|
[253] = {3},
|
|
[254] = {3, 5, 8},
|
|
[255] = {6},
|
|
[256] = {7},
|
|
[258] = {6},
|
|
[259] = {12},
|
|
[260] = {8},
|
|
[261] = {4},
|
|
[262] = {5},
|
|
[264] = {8},
|
|
[265] = {6},
|
|
[266] = {8},
|
|
[267] = {3},
|
|
[268] = {4},
|
|
[270] = {9},
|
|
[271] = {3, 9, 10},
|
|
[272] = {6, 9},
|
|
[277] = {11},
|
|
[278] = {9},
|
|
[279] = {8},
|
|
[280] = {3},
|
|
[281] = {3},
|
|
[282] = {3},
|
|
[283] = {3},
|
|
[285] = {10},
|
|
[286] = {7},
|
|
[287] = {3},
|
|
[289] = {6},
|
|
[291] = {12},
|
|
[292] = {3},
|
|
[293] = {9},
|
|
[294] = {8},
|
|
[296] = {3},
|
|
[297] = {4},
|
|
[298] = {3},
|
|
[301] = {11},
|
|
[302] = {7},
|
|
[303] = {5},
|
|
[306] = {11},
|
|
[307] = {3},
|
|
[308] = {3},
|
|
[309] = {8},
|
|
[310] = {8},
|
|
[311] = {3},
|
|
[316] = {3},
|
|
[317] = {3},
|
|
[318] = {3},
|
|
[319] = {10},
|
|
[320] = {7},
|
|
[321] = {6},
|
|
[323] = {8},
|
|
[325] = {5, 8, 10},
|
|
[328] = {4},
|
|
[329] = {8},
|
|
[330] = {10},
|
|
[331] = {3},
|
|
[332] = {3},
|
|
[333] = {11},
|
|
[335] = {12},
|
|
[336] = {3},
|
|
[337] = {12},
|
|
[338] = {7},
|
|
[339] = {12},
|
|
[340] = {3},
|
|
[341] = {3},
|
|
[342] = {3},
|
|
[343] = {3, 8},
|
|
[346] = {3},
|
|
[347] = {3},
|
|
[348] = {8},
|
|
[374] = {7, 8, 9, 10, 11, 12},
|
|
[378] = {3, 5, 7, 9, 11, 12},
|
|
[379] = {3, 5, 10, 11, 12},
|
|
[380] = {3, 12},
|
|
[381] = {9},
|
|
[383] = {8, 11},
|
|
[385] = {3, 5, 8, 11, 12},
|
|
[386] = {3, 5, 11},
|
|
[387] = {3, 5},
|
|
[388] = {3, 6, 7},
|
|
[389] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[391] = {3, 5, 9},
|
|
[392] = {3, 5, 9, 11},
|
|
[393] = {5, 6, 7, 9, 11, 12},
|
|
[395] = {3, 6, 7},
|
|
[396] = {8, 11},
|
|
[397] = {3, 9, 11, 12},
|
|
[398] = {3, 5, 9, 11},
|
|
[399] = {3, 5, 8},
|
|
[400] = {3, 4, 9, 11},
|
|
[401] = {3, 6, 7},
|
|
[402] = {3, 9, 12},
|
|
[403] = {3, 5, 8, 10},
|
|
[404] = {3, 12},
|
|
[405] = {3, 4, 7},
|
|
[406] = {3, 6, 7, 9},
|
|
[407] = {3, 5, 8, 11},
|
|
[408] = {3, 5, 11},
|
|
[409] = {5, 8, 10},
|
|
[410] = {3, 5, 9, 11},
|
|
[411] = {3, 4},
|
|
[412] = {3, 5, 11},
|
|
[414] = {3, 8},
|
|
[415] = {6, 7, 9},
|
|
[416] = {3, 5, 8},
|
|
[417] = {3, 5, 9, 11},
|
|
[418] = {3, 11},
|
|
[419] = {3, 11},
|
|
[420] = {3, 7, 12},
|
|
[421] = {3, 9, 12},
|
|
[422] = {3, 5, 8},
|
|
[423] = {3, 6, 9},
|
|
[424] = {5, 6, 7, 9, 11, 12},
|
|
[425] = {3, 8, 10},
|
|
[427] = {3, 9},
|
|
[428] = {3, 5, 8, 11},
|
|
[429] = {4, 6, 7, 9},
|
|
[430] = {5},
|
|
[431] = {8, 9},
|
|
[432] = {3, 8},
|
|
[433] = {3, 5, 7},
|
|
[437] = {3, 10},
|
|
[438] = {6, 9},
|
|
[439] = {6, 9},
|
|
[440] = {3, 4, 8},
|
|
[441] = {5, 7, 9},
|
|
[442] = {6, 7, 9, 12},
|
|
[443] = {3, 5, 7, 9, 11, 12},
|
|
[445] = {6, 7, 9, 10},
|
|
[446] = {3, 4, 6, 9},
|
|
[447] = {3, 5, 9, 11, 12},
|
|
[448] = {3, 5, 7, 9, 11, 12},
|
|
[449] = {3, 5, 11},
|
|
[450] = {3, 6},
|
|
[452] = {3, 5, 10, 11, 12},
|
|
[453] = {6, 7},
|
|
[454] = {3, 5, 9, 11},
|
|
[455] = {7, 8, 10},
|
|
[456] = {3, 6, 7, 8},
|
|
[457] = {6, 9},
|
|
[458] = {3, 6},
|
|
[459] = {3, 5, 8, 11},
|
|
[460] = {3, 6, 9},
|
|
[461] = {3},
|
|
[463] = {6, 9},
|
|
[464] = {3, 5, 9},
|
|
[465] = {3, 4, 8},
|
|
[466] = {3, 5, 7},
|
|
[467] = {3, 6, 7, 9},
|
|
[468] = {3, 6, 7, 9},
|
|
[469] = {3, 4, 6, 7, 9},
|
|
[470] = {3, 4, 7, 11},
|
|
[471] = {3, 5, 6, 8, 9, 10},
|
|
[472] = {3, 4, 5, 6, 7, 8, 10, 11},
|
|
[473] = {3, 9},
|
|
[474] = {5},
|
|
[475] = {3, 12},
|
|
[477] = {3, 11},
|
|
[478] = {3, 9, 11, 12},
|
|
[479] = {3, 11},
|
|
[480] = {3, 6, 9},
|
|
[482] = {3, 5},
|
|
[483] = {3, 12},
|
|
[484] = {3, 5, 8, 11},
|
|
[485] = {6, 7, 9},
|
|
[487] = {3, 5, 7, 10, 11, 12},
|
|
[488] = {12},
|
|
[489] = {4, 8, 10},
|
|
[491] = {5, 8},
|
|
[492] = {3, 6, 9},
|
|
[493] = {3, 6, 7},
|
|
[494] = {3, 6, 7},
|
|
[495] = {3, 12},
|
|
[496] = {3, 9, 12},
|
|
[497] = {6, 7, 9, 12},
|
|
[498] = {3, 8, 9},
|
|
[499] = {7},
|
|
[500] = {3, 4, 6, 7, 8, 10},
|
|
[502] = {3, 12},
|
|
[503] = {3, 5, 11},
|
|
[504] = {3, 4, 10},
|
|
[505] = {3, 5, 7, 11},
|
|
[506] = {3, 6, 9, 11},
|
|
[507] = {3, 9, 12},
|
|
[508] = {3, 4, 7},
|
|
[509] = {6, 7, 9},
|
|
[511] = {3, 5, 11},
|
|
[512] = {4, 6, 9, 12},
|
|
[513] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[514] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[515] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[517] = {3, 8},
|
|
[518] = {3, 6},
|
|
[519] = {6, 7, 9},
|
|
[521] = {10},
|
|
[523] = {6, 9},
|
|
[525] = {3, 5, 12},
|
|
[528] = {9, 12},
|
|
[529] = {4, 7},
|
|
[530] = {3, 6, 7, 9},
|
|
[532] = {4, 6},
|
|
[534] = {3, 4, 5, 8, 10},
|
|
[535] = {3, 9},
|
|
[536] = {7, 9},
|
|
[537] = {3, 4, 6, 7},
|
|
[538] = {6, 8},
|
|
[539] = {3, 5, 10, 11, 12},
|
|
[540] = {3, 5, 10, 11, 12},
|
|
[541] = {5, 6, 7, 9},
|
|
[542] = {3, 12},
|
|
[543] = {3, 5, 9},
|
|
[544] = {5, 11, 12},
|
|
[545] = {3, 5, 8},
|
|
[546] = {6, 9, 12},
|
|
[547] = {3, 5, 7, 9, 10, 11},
|
|
[548] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[549] = {3, 5, 10, 11, 12},
|
|
[550] = {3, 5, 10, 11, 12},
|
|
[552] = {3, 4, 6, 7, 11},
|
|
[553] = {3, 5, 10, 11, 12},
|
|
[554] = {3, 7, 9},
|
|
[555] = {5, 6, 7, 9},
|
|
[556] = {6, 9, 12},
|
|
[557] = {4, 5, 7, 10, 11},
|
|
[558] = {8},
|
|
[559] = {4, 6, 7, 9},
|
|
[560] = {3, 5, 10},
|
|
[562] = {3, 5, 8},
|
|
[564] = {3, 6, 12},
|
|
[565] = {3, 12},
|
|
[566] = {3, 9, 12},
|
|
[567] = {5, 10},
|
|
[568] = {3, 9},
|
|
[569] = {3, 12},
|
|
[570] = {3, 10},
|
|
[571] = {3, 5},
|
|
[572] = {4, 6},
|
|
[573] = {3, 5, 10, 11},
|
|
[626] = {4, 5, 7, 8, 10, 11},
|
|
[627] = {7, 10},
|
|
[628] = {3, 10},
|
|
[629] = {3, 4, 7},
|
|
[630] = {3, 5, 8, 10},
|
|
[631] = {7, 9},
|
|
[632] = {3, 10},
|
|
[633] = {3, 7, 9, 12},
|
|
[634] = {3, 9},
|
|
[635] = {3, 8, 10},
|
|
[637] = {3, 5, 11},
|
|
[638] = {5, 6, 7, 9},
|
|
[639] = {3, 5, 10, 11, 12},
|
|
[640] = {3, 5, 7, 9, 11, 12},
|
|
[641] = {3, 5, 7, 9, 11, 12},
|
|
[644] = {3, 5, 10, 11, 12},
|
|
[645] = {3, 8, 9},
|
|
[646] = {3, 5, 11, 12},
|
|
[647] = {3, 5, 8, 10, 11},
|
|
[648] = {3, 6, 7, 12},
|
|
[649] = {3, 7, 8},
|
|
[650] = {8},
|
|
[652] = {11},
|
|
[665] = {11},
|
|
[671] = {8},
|
|
[675] = {3, 5, 10, 11, 12},
|
|
[677] = {3, 5, 8},
|
|
[678] = {6, 9},
|
|
[679] = {5, 11},
|
|
[680] = {5, 11},
|
|
[699] = {3, 9, 11, 12},
|
|
[702] = {3, 5, 12},
|
|
[703] = {3, 11},
|
|
[706] = {3, 5, 8},
|
|
[707] = {3, 5},
|
|
[708] = {3, 5, 10, 11, 12},
|
|
[709] = {3, 5, 11, 12},
|
|
[710] = {3, 9, 11},
|
|
[711] = {3, 5, 11},
|
|
[712] = {3, 5, 11},
|
|
[713] = {3, 9},
|
|
[714] = {3, 4, 10, 11},
|
|
[716] = {7, 9},
|
|
[717] = {5, 6, 9, 12},
|
|
[718] = {3, 8, 9},
|
|
[722] = {3, 9, 10, 12},
|
|
[723] = {3, 6, 9},
|
|
[724] = {5, 10},
|
|
[725] = {3, 11},
|
|
[726] = {3, 5, 7},
|
|
[727] = {3, 5, 8, 11, 12},
|
|
[728] = {3, 5, 11, 12},
|
|
[729] = {3, 5, 7, 9, 11, 12},
|
|
[730] = {3, 5, 9, 11, 12},
|
|
[731] = {7, 9},
|
|
[732] = {8, 9},
|
|
[733] = {3, 5, 11},
|
|
[737] = {5, 8},
|
|
[739] = {5, 8},
|
|
[740] = {3, 9, 10, 11, 12},
|
|
[741] = {3, 12},
|
|
[742] = {3, 5},
|
|
[743] = {3, 5, 12},
|
|
[744] = {5, 6, 7, 9, 11, 12},
|
|
[745] = {3, 9},
|
|
[746] = {4, 6},
|
|
[747] = {3, 9, 10, 12},
|
|
[748] = {3, 5, 7, 8, 9, 10, 11, 12},
|
|
[749] = {5, 11},
|
|
[750] = {3, 5, 11},
|
|
[751] = {3, 9, 11, 12},
|
|
[752] = {3, 4, 12},
|
|
[753] = {3, 9},
|
|
[754] = {3, 5, 7, 8, 9, 11, 12},
|
|
[755] = {8, 10},
|
|
[756] = {3, 5, 9},
|
|
[757] = {5},
|
|
[758] = {8},
|
|
[792] = {3, 12},
|
|
[802] = {4},
|
|
[817] = {7},
|
|
[818] = {8},
|
|
[819] = {5},
|
|
[820] = {12},
|
|
[821] = {11},
|
|
[823] = {3, 5, 9, 12},
|
|
[834] = {7},
|
|
[835] = {5},
|
|
[836] = {5},
|
|
[837] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[838] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12},
|
|
[844] = {5},
|
|
[845] = {3, 8, 10},
|
|
[846] = {5},
|
|
[847] = {12},
|
|
[848] = {3, 5, 9},
|
|
[849] = {3},
|
|
[850] = {3},
|
|
[851] = {3, 5, 7},
|
|
[855] = {3},
|
|
[856] = {9, 12},
|
|
[868] = {9},
|
|
[872] = {3},
|
|
[873] = {3},
|
|
[874] = {3},
|
|
[875] = {8},
|
|
[876] = {7},
|
|
[877] = {9},
|
|
[878] = {3},
|
|
[879] = {7},
|
|
[880] = {7},
|
|
[881] = {8},
|
|
[882] = {9},
|
|
[883] = {6},
|
|
[884] = {8},
|
|
[885] = {8},
|
|
[886] = {9},
|
|
[887] = {8},
|
|
[888] = {3},
|
|
[889] = {3},
|
|
[890] = {3},
|
|
[891] = {5},
|
|
[892] = {8},
|
|
[893] = {3},
|
|
[894] = {5},
|
|
[895] = {8},
|
|
[896] = {6},
|
|
[897] = {9},
|
|
[898] = {3},
|
|
[899] = {8},
|
|
[900] = {6},
|
|
[901] = {6},
|
|
[902] = {9},
|
|
[903] = {10},
|
|
[904] = {9},
|
|
[905] = {8},
|
|
[906] = {5},
|
|
[907] = {9},
|
|
[908] = {8},
|
|
[909] = {5},
|
|
[911] = {7},
|
|
[912] = {4},
|
|
[913] = {8},
|
|
[915] = {7},
|
|
[916] = {8},
|
|
[917] = {6},
|
|
[921] = {7},
|
|
[922] = {4},
|
|
[923] = {6},
|
|
[924] = {9},
|
|
[925] = {7},
|
|
[926] = {8},
|
|
[927] = {5},
|
|
[928] = {8},
|
|
[929] = {9},
|
|
[931] = {9},
|
|
[932] = {6},
|
|
[933] = {5},
|
|
[934] = {6},
|
|
[935] = {8},
|
|
[936] = {3},
|
|
[937] = {8},
|
|
[938] = {9},
|
|
[939] = {7},
|
|
[941] = {8},
|
|
[942] = {6},
|
|
[943] = {9},
|
|
[944] = {6},
|
|
[945] = {7},
|
|
[946] = {5},
|
|
[947] = {9},
|
|
[948] = {5},
|
|
[949] = {8},
|
|
[950] = {6},
|
|
[951] = {7},
|
|
[952] = {7},
|
|
[953] = {6},
|
|
[954] = {3},
|
|
[955] = {5},
|
|
[956] = {6},
|
|
[957] = {8},
|
|
[958] = {3},
|
|
[959] = {8},
|
|
[960] = {4},
|
|
[961] = {4},
|
|
[962] = {8},
|
|
[963] = {7},
|
|
[964] = {3},
|
|
[965] = {3},
|
|
[966] = {9},
|
|
[967] = {8},
|
|
[968] = {7},
|
|
[969] = {9},
|
|
[970] = {8},
|
|
[971] = {7},
|
|
[972] = {9},
|
|
[973] = {8},
|
|
[974] = {8},
|
|
[975] = {6},
|
|
[976] = {7},
|
|
[977] = {9},
|
|
[978] = {8},
|
|
[979] = {6},
|
|
[980] = {6},
|
|
[981] = {8},
|
|
[982] = {5},
|
|
[983] = {6},
|
|
[984] = {9},
|
|
[985] = {7},
|
|
[986] = {4},
|
|
[987] = {9},
|
|
[988] = {8},
|
|
[989] = {9},
|
|
[990] = {5},
|
|
[991] = {8},
|
|
[992] = {6},
|
|
[993] = {5},
|
|
[994] = {8},
|
|
[995] = {9},
|
|
[996] = {6},
|
|
[997] = {7},
|
|
[998] = {9},
|
|
[999] = {6},
|
|
[1000] = {8},
|
|
[1001] = {8},
|
|
[1002] = {9},
|
|
[1003] = {9},
|
|
[1004] = {9},
|
|
[1005] = {9},
|
|
[1006] = {6},
|
|
[1007] = {4},
|
|
[1008] = {6},
|
|
[1009] = {7},
|
|
[1010] = {8},
|
|
[1011] = {7},
|
|
[1012] = {5},
|
|
[1013] = {3, 6, 9},
|
|
[1039] = {6},
|
|
[1040] = {6},
|
|
[1042] = {8},
|
|
[1061] = {5},
|
|
[1062] = {3, 9, 10, 12},
|
|
[1063] = {8},
|
|
[1065] = {8},
|
|
[1066] = {10},
|
|
[1067] = {7},
|
|
[1068] = {3, 5, 8, 10},
|
|
[1073] = {12},
|
|
[1117] = {3},
|
|
[1124] = {8},
|
|
[1125] = {3},
|
|
[1126] = {7},
|
|
[1127] = {8},
|
|
[1128] = {3, 12},
|
|
[1129] = {7},
|
|
[1130] = {8},
|
|
[1131] = {11},
|
|
[1132] = {5},
|
|
[1133] = {10},
|
|
[1134] = {9},
|
|
[1135] = {12},
|
|
[1136] = {3},
|
|
[1137] = {6},
|
|
[1138] = {9},
|
|
[1139] = {8},
|
|
[1140] = {3},
|
|
[1141] = {7},
|
|
[1142] = {11},
|
|
[1143] = {8},
|
|
[1144] = {9},
|
|
[1145] = {5},
|
|
[1146] = {7},
|
|
[1147] = {4},
|
|
[1149] = {8},
|
|
[1150] = {9},
|
|
[1151] = {7},
|
|
[1152] = {6},
|
|
[1153] = {4},
|
|
[1154] = {9},
|
|
[1155] = {6},
|
|
[1156] = {8},
|
|
[1157] = {3, 12},
|
|
[1158] = {12},
|
|
[1159] = {12},
|
|
[1160] = {8},
|
|
[1161] = {4, 8, 10},
|
|
[1162] = {5, 8},
|
|
[1163] = {6, 7},
|
|
[1164] = {3, 5, 11},
|
|
[1165] = {4, 8, 10},
|
|
[1166] = {4, 8, 10},
|
|
[1167] = {4, 8, 10},
|
|
[1168] = {12},
|
|
[1174] = {12},
|
|
[1175] = {3, 12},
|
|
[1176] = {3},
|
|
[1177] = {6, 7, 9, 10},
|
|
[1178] = {4},
|
|
[1179] = {3},
|
|
[1180] = {4, 5, 8, 10},
|
|
[1181] = {6, 9},
|
|
[1182] = {3, 12},
|
|
[1183] = {4},
|
|
[1184] = {4},
|
|
[1185] = {9},
|
|
[1187] = {4},
|
|
[1188] = {3},
|
|
[1189] = {9},
|
|
[1190] = {11},
|
|
[1191] = {6},
|
|
[1192] = {10},
|
|
[1193] = {12},
|
|
[1194] = {8},
|
|
[1195] = {5},
|
|
[1196] = {9},
|
|
[1197] = {7},
|
|
[1198] = {8},
|
|
[1200] = {8},
|
|
[1201] = {10},
|
|
[1202] = {3, 10},
|
|
[1204] = {11}, -- NEW: Pierre
|
|
[1205] = {3, 6, 7, 9, 10},
|
|
[1206] = {10},
|
|
[1207] = {12},
|
|
[1208] = {11},
|
|
[1209] = {3},
|
|
[1211] = {4, 5, 8, 10},
|
|
[1212] = {4, 5, 8, 10},
|
|
[1213] = {4, 5, 8, 10},
|
|
[1226] = {3, 4, 5, 8, 10},
|
|
[1227] = {6, 7, 9},
|
|
[1228] = {4, 6, 8},
|
|
[1229] = {5, 8, 10},
|
|
[1230] = {6, 7, 9},
|
|
[1231] = {3, 10, 11, 12},
|
|
[1232] = {3, 10, 12},
|
|
[1233] = {4, 6, 7, 8},
|
|
[1234] = {3, 6, 7, 9},
|
|
[1235] = {5, 11, 12},
|
|
[1236] = {8},
|
|
[1237] = {8},
|
|
[1238] = {3, 6},
|
|
[1243] = {8},
|
|
[1244] = {7},
|
|
[1245] = {3, 6, 9},
|
|
[1247] = {8},
|
|
[1248] = {3},
|
|
[1255] = {7},
|
|
[1256] = {10, 11},
|
|
[1257] = {3},
|
|
[1258] = {8},
|
|
[1259] = {6},
|
|
[1266] = {4},
|
|
[1267] = {8},
|
|
[1268] = {6},
|
|
[1269] = {4},
|
|
[1271] = {3},
|
|
[1276] = {4, 5, 8},
|
|
[1277] = {5},
|
|
[1278] = {4},
|
|
[1279] = {6},
|
|
[1280] = {6},
|
|
[1281] = {5},
|
|
[1282] = {8},
|
|
[1283] = {4},
|
|
[1284] = {6},
|
|
[1285] = {5},
|
|
[1286] = {5},
|
|
[1287] = {4},
|
|
[1288] = {6},
|
|
[1289] = {4},
|
|
[1290] = {3},
|
|
[1291] = {3},
|
|
[1292] = {7},
|
|
[1293] = {3},
|
|
[1295] = {3},
|
|
[1296] = {6},
|
|
[1297] = {5},
|
|
[1298] = {4},
|
|
[1299] = {5},
|
|
[1300] = {4},
|
|
[1301] = {6},
|
|
[1303] = {8},
|
|
[1304] = {8},
|
|
[1305] = {8},
|
|
[1311] = {8},
|
|
[1317] = {8},
|
|
[1319] = {6},
|
|
[1320] = {5},
|
|
[1321] = {4, 5, 7, 8, 10},
|
|
[1322] = {4, 6, 7},
|
|
[1323] = {3, 4, 5, 10, 11},
|
|
[1324] = {3, 8, 9, 11},
|
|
[1325] = {3, 8, 9},
|
|
[1326] = {3, 8, 9},
|
|
[1328] = {3, 6, 7, 9, 12},
|
|
[1329] = {5, 8, 9, 11},
|
|
[1330] = {3, 4, 5, 6, 8},
|
|
[1331] = {4, 8, 10},
|
|
[1332] = {4, 5, 6},
|
|
[1333] = {3, 5, 8, 9},
|
|
[1334] = {6, 7, 9},
|
|
[1335] = {8},
|
|
[1336] = {3, 6, 7, 9, 12},
|
|
[1337] = {4, 6},
|
|
[1338] = {3, 7, 12},
|
|
[1339] = {3},
|
|
[1343] = {4, 5, 7, 8, 9},
|
|
[1344] = {7},
|
|
[1345] = {6, 9},
|
|
[1346] = {9},
|
|
[1348] = {8},
|
|
[1349] = {4},
|
|
[1350] = {3},
|
|
[1351] = {7},
|
|
[1352] = {6},
|
|
[1354] = {3},
|
|
[1363] = {8},
|
|
[1364] = {4},
|
|
[1365] = {9},
|
|
[1384] = {7}, -- NEW: Hogs
|
|
[1385] = {3, 4, 5, 8, 10}, -- NEW: Albino Chimaeraling
|
|
[1386] = {4}, -- NEW: Dread Hatchling
|
|
[1387] = {4, 6, 7, 8, 10}, -- NEW: Iron Starlette
|
|
[1394] = {6}, -- NEW: Weebomination
|
|
[1395] = {6}, -- NEW: Lil' Leftovers
|
|
[1396] = {8}, -- NEW: Crazy Carrot
|
|
[1400] = {3}, -- TAMER: Deebs
|
|
[1401] = {3}, -- TAMER: Tyri
|
|
[1402] = {3}, -- TAMER: Puzzle
|
|
[1403] = {4, 5, 7, 10, 11}, -- NEW: Mechanical Axebeak
|
|
[1409] = {3}, -- TAMER: Eleanor
|
|
--[1410] = {???}, -- TAMER: Mechanical Training Dummy
|
|
[1411] = {10}, -- NEW: Royal Peacock
|
|
[1412] = {4, 5, 6}, -- NEW: Lifelike Mechanical Frostboar
|
|
[1416] = {7}, -- NEW: Teroclaw Hatchling
|
|
--[1420] = {???}, -- TAMER: Evil Widowling
|
|
--[1423] = {???}, -- TAMER: Bitey
|
|
[1424] = {11}, -- TAMER: Gyrexle, the Eternal Mechanic
|
|
[1426] = {6}, -- NEW: Elekk Plushie
|
|
[1427] = {3, 4, 5, 6, 7, 8, 12}, -- NEW: Frostfur Rat
|
|
[1428] = {7}, -- NEW: Zomstrok
|
|
[1429] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12}, -- NEW: Autumnal Sproutling
|
|
[1430] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12}, -- NEW: Forest Sproutling
|
|
--[1431] = {???}, -- NEW: Kelp Sproutling
|
|
[1432] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12}, -- NEW: Nightshade Sproutling
|
|
--[1433] = {???}, -- NEW: Sassy Sproutling
|
|
[1434] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12}, -- NEW: Sun Sproutling
|
|
[1435] = {3, 6}, -- NEW: Leatherhide Runt
|
|
[1441] = {3, 12}, -- NEW: Mud Jumper
|
|
[1442] = {6}, -- NEW: Ghastly Kid
|
|
[1443] = {12}, -- TAMER: Idol of Decay
|
|
[1444] = {3}, -- TAMER: Wishbright Lantern
|
|
[1446] = {10}, -- NEW: Meadowstomper Calf
|
|
[1447] = {4, 6, 7, 8}, -- NEW: Moonshell Crab
|
|
[1448] = {3, 10, 11, 12}, -- NEW: Sea Calf
|
|
[1449] = {4}, -- NEW: Deathwatch Hatchling
|
|
[1450] = {8}, -- NEW: Draenei Micro Defender
|
|
[1451] = {5}, -- NEW: Molten Corgi
|
|
[1453] = {9}, -- NEW: River Calf
|
|
[1454] = {3}, -- NEW: Murkidan
|
|
[1455] = {3, 10, 11, 12}, -- NEW: Mossbite Skitterer
|
|
[1456] = {3, 10, 11, 12}, -- NEW: Thicket Skitterer
|
|
[1457] = {3, 10, 11, 12}, -- NEW: Icespine Hatchling
|
|
[1458] = {3, 10, 11, 12}, -- NEW: Bone Wasp
|
|
[1462] = {3, 10, 11, 12}, -- NEW: Bloodsting Wasp
|
|
[1463] = {3, 10, 11, 12}, -- NEW: Wood Wasp
|
|
[1464] = {3, 10, 11, 12}, -- NEW: Twilight Wasp
|
|
[1465] = {3, 10, 11, 12}, -- NEW: Amberbarb Wasp
|
|
[1466] = {11}, -- NEW: Brightpaw
|
|
[1467] = {4, 5}, -- NEW: Sky-Bo
|
|
[1468] = {3, 4, 7, 10, 12}, -- NEW: Bloodbeak
|
|
[1469] = {3, 4, 7, 10, 12}, -- NEW: Junglebeak
|
|
[1470] = {3, 4, 7, 10, 12}, -- NEW: Axebeak Hatchling
|
|
[1471] = {10}, -- NEW: Fruit Hunter
|
|
[1472] = {3}, -- TAMER: Gnawface
|
|
[1473] = {3}, -- TAMER: Carrotus Maximus
|
|
[1474] = {6}, -- TAMER: Gorefu
|
|
[1475] = {6}, -- TAMER: Otto
|
|
[1476] = {4}, -- TAMER: Mr. Pointy
|
|
[1477] = {8}, -- TAMER: Syd
|
|
[1478] = {7}, -- NEW: Syd the Squid
|
|
[1479] = {3}, -- TAMER: Brutus
|
|
[1480] = {3}, -- TAMER: Quintessence of Light
|
|
[1482] = {3}, -- TAMER: Rukus
|
|
[1483] = {3}, -- TAMER: Mr. Terrible
|
|
[1484] = {3}, -- TAMER: Carroteye
|
|
[1485] = {3}, -- TAMER: Sloppus
|
|
[1486] = {3}, -- TAMER: The Beakinator
|
|
[1487] = {3}, -- TAMER: King Floret
|
|
[1488] = {3}, -- TAMER: Queen Floret
|
|
[1489] = {3}, -- TAMER: Kromli
|
|
[1490] = {3}, -- TAMER: Gromli
|
|
[1492] = {3}, -- TAMER: Grubbles
|
|
[1493] = {3}, -- TAMER: Stings
|
|
[1494] = {3}, -- TAMER: Scrags
|
|
[1495] = {3, 4, 5, 10, 11}, -- NEW: Ore Eater
|
|
[1496] = {3}, -- TAMER: Jahan
|
|
[1497] = {3}, -- TAMER: Samm
|
|
[1498] = {3}, -- TAMER: Archimedes
|
|
[1499] = {3}, -- TAMER: Fiero
|
|
[1500] = {3}, -- TAMER: Tirs
|
|
[1501] = {3}, -- TAMER: Rockbiter
|
|
[1502] = {3}, -- TAMER: Stonechewer
|
|
[1503] = {3}, -- TAMER: Acidtooth
|
|
[1504] = {3}, -- TAMER: Blingtron 4999b
|
|
[1505] = {3}, -- TAMER: Protectron 022481
|
|
[1506] = {3}, -- TAMER: Protectron 011803
|
|
[1507] = {3}, -- TAMER: Stitches Jr.
|
|
[1508] = {3}, -- TAMER: Manos
|
|
[1509] = {3}, -- TAMER: Hanos
|
|
[1510] = {3}, -- TAMER: Fatos
|
|
[1511] = {5}, -- NEW: Lovebird Hatchling
|
|
[1514] = {3}, -- NEW: Mystical Spring Bouquet
|
|
[1515] = {8}, -- NEW: Stonegrinder
|
|
[1516] = {10}, -- NEW: Bush Chicken
|
|
[1517] = {4}, -- NEW: Blazing Cindercrawler
|
|
[1518] = {4}, -- NEW: Stout Alemental
|
|
--[1519] = {???}, -- TAMER: Limbflayer
|
|
[1521] = {8}, -- NEW: Cursed Birman
|
|
[1523] = {5}, -- NEW: Widget the Departed
|
|
[1524] = {7, 9}, -- NEW: Netherspawn, Spawn of Netherspawn
|
|
[1530] = {4}, -- NEW: Frostwolf Ghostpup
|
|
[1531] = {7}, -- NEW: Ancient Nest Guardian
|
|
[1532] = {8}, -- NEW: Ikky
|
|
[1533] = {8}, -- NEW: Lanticore Spawnling
|
|
[1536] = {3}, -- NEW: Zangar Spore
|
|
[1537] = {6}, -- NEW: Crimson Spore
|
|
[1538] = {5}, -- NEW: Umbrafen Spore
|
|
[1539] = {4}, -- NEW: Seaborne Spore
|
|
[1540] = {8}, -- NEW: Brilliant Spore
|
|
[1541] = {10}, -- NEW: Hydraling
|
|
[1542] = {8}, -- NEW: Frostwolf Pup
|
|
[1543] = {7}, -- NEW: Pygmy Cow
|
|
[1544] = {10}, -- NEW: Hatespark the Tiny
|
|
[1545] = {3, 10, 11, 12}, -- NEW: Firewing
|
|
[1546] = {10}, -- NEW: Stormwing
|
|
[1547] = {3}, -- TAMER: Pixiebell
|
|
[1548] = {6}, -- TAMER: Doodle
|
|
[1549] = {3}, -- TAMER: Tally
|
|
[1550] = {4}, -- TAMER: Wolfus
|
|
[1552] = {5}, -- TAMER: Fangra
|
|
[1553] = {7}, -- TAMER: Wolfgar
|
|
[1554] = {7}, -- TAMER: Gladiator Deathy
|
|
[1555] = {7}, -- TAMER: Gladiator Murkalot
|
|
[1556] = {6}, -- TAMER: Gladiator Murkimus
|
|
[1557] = {4}, -- TAMER: Darkwing
|
|
[1558] = {7}, -- TAMER: The Great Kaliri
|
|
[1559] = {7}, -- TAMER: Apexis Guardian
|
|
[1560] = {7}, -- TAMER: Serendipity
|
|
[1561] = {7}, -- TAMER: Grace
|
|
[1562] = {7}, -- TAMER: Atonement
|
|
[1563] = {4, 5, 7, 9}, -- NEW: Bronze Whelpling
|
|
[1564] = {7}, -- NEW: Doom Bloom
|
|
[1565] = {4, 5, 7, 10, 11}, -- NEW: Mechanical Scorpid
|
|
[1566] = {5}, -- NEW: Everbloom Peachick
|
|
[1567] = {8}, -- NEW: Sentinel's Companion
|
|
[1568] = {8}, -- NEW: Puddle Terror
|
|
[1569] = {7}, -- NEW: Soul of the Forge
|
|
[1570] = {8}, -- NEW: Sunfire Kaliri
|
|
[1571] = {3, 6, 7, 9}, -- NEW: Albino River Calf
|
|
[1572] = {3, 4, 5, 9, 10}, -- NEW: Brilliant Bloodfeather
|
|
[1573] = {3, 4, 5, 9, 10}, -- NEW: Golden Dawnfeather
|
|
[1574] = {8}, -- NEW: Son of Sethe
|
|
[1575] = {10}, -- NEW: Sky Fry
|
|
[1576] = {4}, -- NEW: Eye of Observation
|
|
[1577] = {3, 10, 11, 12}, -- NEW: Bloodthorn Hatchling
|
|
[1578] = {4, 6}, -- NEW: Frostshell Pincher
|
|
[1579] = {4, 6}, -- NEW: Ironclaw Scuttler
|
|
[1581] = {4, 6}, -- NEW: Fen Crab
|
|
[1582] = {4, 6}, -- NEW: Zangar Crawler
|
|
[1583] = {4, 6}, -- NEW: Kelp Scuttler
|
|
[1586] = {3, 8, 9}, -- NEW: Cerulean Moth
|
|
[1587] = {3, 8, 9}, -- NEW: Royal Moth
|
|
[1588] = {3, 8, 9}, -- NEW: Dusty Sporewing
|
|
[1589] = {3, 8, 9}, -- NEW: Crimsonwing Moth
|
|
[1590] = {3, 9, 10, 12}, -- NEW: Swamplighter Firefly
|
|
[1591] = {3, 9, 10, 12}, -- NEW: Violet Firefly
|
|
[1592] = {3, 9, 10, 12}, -- NEW: Sapphire Firefly
|
|
[1593] = {3, 9, 10, 12}, -- NEW: Waterfly
|
|
[1594] = {3, 6, 7, 9}, -- NEW: Mudback Calf
|
|
[1595] = {3, 6, 7, 9}, -- NEW: Flat-Tooth Calf
|
|
[1596] = {8}, -- NEW: Veilwatcher Hatchling
|
|
[1597] = {8}, -- NEW: Kaliri Hatchling
|
|
[1598] = {3, 6, 9}, -- NEW: Glowing Sporebat
|
|
[1599] = {3, 6, 9}, -- NEW: Shadow Sporebat
|
|
[1600] = {3, 5, 6, 8}, -- NEW: Bone Serpent
|
|
[1601] = {4}, -- NEW: Servant of Demidos
|
|
[1602] = {8}, -- NEW: Grommloc
|
|
[1603] = {9}, -- NEW: Argi
|
|
[1604] = {7}, -- NEW: Nethaera's Light
|
|
[1605] = {7}, -- NEW: Trunks
|
|
[1607] = {3}, -- TAMER: Gorefu
|
|
[1608] = {3}, -- TAMER: Carrotus Maximus
|
|
[1609] = {3}, -- TAMER: Gnawface
|
|
--[1610] = {???}, -- TAMER: Unborn Val'kyr
|
|
[1615] = {3, 5, 7}, -- NEW: Parched Lizard
|
|
[1622] = {6}, -- NEW: Grotesque
|
|
[1623] = {7, 10, 12}, -- NEW: Leviathan Hatchling
|
|
[1624] = {4}, -- NEW: Abyssius
|
|
[1625] = {7}, -- NEW: Fragment of Anger
|
|
[1626] = {12}, -- NEW: Fragment of Suffering
|
|
[1627] = {9}, -- NEW: Fragment of Desire
|
|
[1628] = {3, 10, 11, 12}, -- NEW: Sister of Temptation
|
|
[1629] = {10, 11, 12}, -- NEW: Stinkrot
|
|
[1631] = {5}, -- NEW: Hyjal Wisp
|
|
[1632] = {6, 7, 9}, -- NEW: Sunblade Micro-Defender
|
|
[1633] = {10}, -- NEW: Chaos Pup
|
|
[1634] = {3}, -- NEW: Wretched Servant
|
|
[1635] = {3}, -- NEW: K'ute
|
|
[1636] = {7}, -- NEW: Race MiniZep
|
|
[1637] = {3}, -- TAMER: Moon
|
|
[1639] = {7}, -- NEW: Graves
|
|
[1640] = {9}, -- TAMER: Spores
|
|
[1641] = {3}, -- TAMER: Dusty
|
|
[1642] = {7}, -- TAMER: Salad
|
|
[1643] = {10}, -- TAMER: Mouthy
|
|
[1644] = {7}, -- TAMER: Carl
|
|
[1645] = {9}, -- TAMER: Mal
|
|
[1646] = {5}, -- TAMER: Enbi'see
|
|
[1647] = {8}, -- TAMER: Bones
|
|
[1648] = {10}, -- TAMER: Sprouts
|
|
[1649] = {3}, -- TAMER: Runts
|
|
[1651] = {12}, -- TAMER: Prince Charming
|
|
[1652] = {8}, -- TAMER: Jenner
|
|
[1653] = {8}, -- TAMER: Brisby
|
|
[1654] = {8}, -- TAMER: Nicodemus
|
|
[1655] = {3, 4, 5, 7, 11, 12}, -- NEW: Slithershock Elver
|
|
[1656] = {3, 4, 5, 6, 7, 8, 9, 10, 11, 12}, -- NEW: Young Talbuk
|
|
[1660] = {5}, -- NEW: Fel Pup
|
|
[1661] = {8}, -- NEW: Lost Netherpup
|
|
[1662] = {4}, -- NEW: Sea Calf
|
|
[1663] = {6, 7}, -- NEW: Periwinkle Calf
|
|
[1664] = {3}, -- NEW: Nightmare Bell
|
|
[1665] = {9}, -- NEW: Ghostshell Crab
|
|
[1666] = {3}, -- NEW: Blorp
|
|
--[1668] = {???}, -- TAMER:
|
|
[1671] = {3}, -- TAMER: Felsworn Sentry
|
|
[1672] = {6}, -- NEW: Corrupted Nest Guardian
|
|
[1673] = {3}, -- TAMER: Corrupted Thundertail
|
|
[1674] = {3}, -- TAMER: Chaos Pup
|
|
[1675] = {3}, -- TAMER: Cursed Spirit
|
|
[1676] = {3}, -- TAMER: Felfly
|
|
[1677] = {3}, -- TAMER: Tainted Maulclaw
|
|
[1678] = {3}, -- TAMER: Direflame
|
|
[1679] = {3}, -- TAMER: Mirecroak
|
|
[1680] = {3}, -- TAMER: Dark Gazer
|
|
[1681] = {3}, -- TAMER: Bleakwing
|
|
[1682] = {3}, -- TAMER: Vile Blood of Draenor
|
|
[1683] = {3}, -- TAMER: Dreadwalker
|
|
[1684] = {3}, -- TAMER: Netherfist
|
|
[1685] = {3}, -- TAMER: Skrillix
|
|
[1686] = {3}, -- TAMER: Defiled Earth
|
|
[1687] = {3}, -- NEW: Left Shark
|
|
[1688] = {4, 6, 7, 8}, -- NEW: Crusher
|
|
[1690] = {8}, -- NEW: Shard of Cyrukh
|
|
[1691] = {8}, -- NEW: Nibbles
|
|
[1692] = {10}, -- NEW: Savage Cub
|
|
[1693] = {4}, -- NEW: Blazing Firehawk
|
|
[1725] = {4, 8, 10}, -- NEW: Grumpling
|
|
[1730] = {5, 8, 9, 10, 11}, -- NEW: Spectral Spinner
|
|
[1740] = {3, 5, 8, 10}, -- NEW: Ghost Maggot
|
|
[1741] = {9, 10, 11, 12}, -- NEW: Ghastly Rat
|
|
[1764] = {5}, -- NEW: Energized Manafiend
|
|
[1765] = {6}, -- NEW: Empyreal Manafiend
|
|
[1766] = {4}, -- NEW: Empowered Manafiend
|
|
[1699] = {12}, -- NEW: Enchanted Cauldron
|
|
[1700] = {10}, -- NEW: Enchanted Torch
|
|
[1701] = {11}, -- NEW: Enchanted Pen
|
|
[1705] = {7}, -- NEW: Grumpy
|
|
[1706] = {6}, -- NEW: Ashmaw Cub
|
|
[1708] = {3, 10, 11, 12}, -- NEW: Albatross Chick
|
|
[1709] = {3, 4, 5, 10}, -- NEW: Fledgling Kingfeather
|
|
[1710] = {3, 4, 5, 8, 10}, -- NEW: Fledgling Oliveback
|
|
[1711] = {10}, -- NEW: Skyhorn Nestling
|
|
[1712] = {3, 4, 5, 8, 10}, -- NEW: Golden Eaglet
|
|
[1713] = {3, 4, 5, 8, 10}, -- NEW: Long-Eared Owl
|
|
[1714] = {8}, -- NEW: Northern Hawk Owl
|
|
[1715] = {8}, -- NEW: Nightwatch Swooper
|
|
[1716] = {4}, -- NEW: Fledgling Warden Owl
|
|
[1717] = {10}, -- NEW: Extinguished Eye
|
|
[1718] = {4}, -- NEW: Hateful Eye
|
|
[1719] = {7}, -- NEW: Eye of Inquisition
|
|
[1720] = {8}, -- NEW: Emmigosa
|
|
[1721] = {8}, -- NEW: Stormborne Whelpling
|
|
[1722] = {4, 8, 10}, -- NEW: Dream Whelpling
|
|
[1723] = {7}, -- NEW: Nightmare Whelpling
|
|
[1726] = {3, 5, 8, 11}, -- NEW: Burrow Spiderling
|
|
[1727] = {11}, -- NEW: Nursery Spider
|
|
[1728] = {6, 8, 9, 10}, -- NEW: Juvenile Scuttleback
|
|
[1729] = {3, 5, 7, 9, 11, 12}, -- NEW: Olivetail Hare
|
|
[1731] = {3, 5, 8, 11}, -- NEW: Felspider
|
|
[1734] = {3, 8, 9, 10, 11, 12}, -- NEW: Shimmering Aquafly
|
|
[1735] = {6, 9}, -- NEW: Terror Larva
|
|
[1736] = {3, 5, 8, 11}, -- NEW: Slithering Brownscale
|
|
[1737] = {3, 4, 7, 8}, -- NEW: Vale Flitter
|
|
[1738] = {3, 5, 8}, -- NEW: Auburn Ringtail
|
|
[1739] = {3, 9, 11, 12}, -- NEW: Spring Strider
|
|
[1742] = {3}, -- TAMER: Master Tamer Flummox
|
|
[1743] = {3, 11}, -- NEW: Black-Footed Fox Kit
|
|
[1744] = {3, 11}, -- NEW: Mist Fox Kit
|
|
[1745] = {11}, -- TAMER: Marshmallow
|
|
[1746] = {6}, -- TAMER: Rocket
|
|
[1748] = {9}, -- TAMER: Jinx
|
|
[1749] = {3, 4, 5, 6, 8, 10, 11}, -- NEW: Rose Taipan
|
|
[1750] = {3, 6}, -- NEW: Tiny Apparition
|
|
--[1751] = {???}, -- NEW: Son of Goredome
|
|
[1752] = {8}, -- NEW: Crispin
|
|
[1753] = {8}, -- NEW: Bleakwater Jelly
|
|
[1754] = {9}, -- NEW: Sewer-Pipe Jelly
|
|
[1755] = {12}, -- NEW: Plump Jelly
|
|
[1756] = {12}, -- NEW: Ridgeback Piglet
|
|
--[1757] = {???}, -- TAMER: Brown Piglet
|
|
--[1758] = {???}, -- TAMER: Black Piglet
|
|
[1759] = {8}, -- NEW: Thaumaturgical Piglet
|
|
[1760] = {8}, -- NEW: Fel Piglet
|
|
[1761] = {3, 8, 9, 11}, -- NEW: Echo Batling
|
|
[1762] = {4, 7, 9, 12}, -- NEW: Hog-Nosed Bat
|
|
[1763] = {3, 7, 12}, -- NEW: Spiketail Beaver
|
|
[1770] = {3}, -- TAMER: Thrugtusk
|
|
[1771] = {9}, -- TAMER: Baeloth
|
|
[1772] = {7}, -- TAMER: Wumpas
|
|
[1773] = {9}, -- NEW: Erudite Manafiend
|
|
[1774] = {8}, -- NEW: Eldritch Manafiend
|
|
[1775] = {5, 8, 10, 11}, -- NEW: Coralback Fiddler
|
|
[1776] = {3, 7, 12}, -- NEW: Mudshell Conch
|
|
[1777] = {3}, -- NEW: Broot
|
|
[1778] = {5, 8, 11}, -- NEW: Dust Bunny
|
|
[1780] = {7}, -- TAMER: Kiazor the Destroyer
|
|
[1781] = {9}, -- TAMER: Scuttles
|
|
[1782] = {7}, -- TAMER: Clamps
|
|
[1787] = {3}, -- TAMER: Roots
|
|
[1788] = {3}, -- TAMER: Beaky
|
|
[1789] = {12}, -- TAMER: Sunny
|
|
[1790] = {4}, -- TAMER: Lil' Spirit Guide
|
|
[1791] = {9}, -- TAMER: Quillino
|
|
[1792] = {10}, -- TAMER: Fethyr
|
|
[1793] = {3}, -- TAMER: Egcellent
|
|
[1794] = {4}, -- TAMER: Red Wire
|
|
[1795] = {4}, -- TAMER: Sir Murkeston
|
|
[1796] = {8}, -- TAMER: Coach
|
|
[1797] = {10}, -- TAMER: Greatest Foe
|
|
[1798] = {12}, -- TAMER: Gulp
|
|
[1799] = {3}, -- TAMER: Grommet
|
|
[1800] = {7}, -- TAMER: Itchy
|
|
[1801] = {5}, -- TAMER: Salty Bird
|
|
[1802] = {12}, -- NEW: Fetid Waveling
|
|
[1803] = {9}, -- NEW: Thistleleaf Adventurer
|
|
[1804] = {3}, -- NEW: Risen Saber Kitten
|
|
[1805] = {6}, -- NEW: Alarm-o-Bot
|
|
[1806] = {9}, -- NEW: Knockoff Blingtron
|
|
[1807] = {10}, -- NEW: Vicious Broodling
|
|
[1808] = {12}, -- NEW: Leyline Broodling
|
|
[1809] = {3, 6, 8, 11, 12}, -- NEW: Crystalline Broodling
|
|
[1810] = {3, 7}, -- NEW: Thornclaw Broodling
|
|
[1811] = {6}, -- TAMER: Rocko
|
|
[1815] = {10}, -- TAMER: Heliosus
|
|
[1816] = {3}, -- TAMER: Mini Magmatron
|
|
[1817] = {3}, -- TAMER: Mini Arcanotron
|
|
[1818] = {3}, -- TAMER: Mini Electron
|
|
[1828] = {7}, -- NEW: Baby Winston
|
|
[1840] = {12}, -- TAMER: Snot
|
|
[1841] = {7}, -- TAMER: Slow Moe
|
|
[1842] = {12}, -- TAMER: Rocklick
|
|
[1843] = {8}, -- TAMER: Hungry Icefang
|
|
[1846] = {8}, -- TAMER: Globs
|
|
[1847] = {5}, -- TAMER: Trixy
|
|
[1848] = {3}, -- TAMER: Nightmare Sprout
|
|
[1849] = {7}, -- TAMER: The Maw
|
|
[1850] = {9}, -- TAMER: Thistleleaf Bully
|
|
[1851] = {8}, -- TAMER: Cackling Flame
|
|
[1852] = {10}, -- TAMER: Devouring Blaze
|
|
[1853] = {7}, -- TAMER: Living Coals
|
|
[1855] = {11}, -- TAMER: Splint Jr.
|
|
[1857] = {3}, -- TAMER: Beauty
|
|
[1858] = {7}, -- TAMER: Conviction
|
|
[1859] = {3}, -- TAMER: Dignity
|
|
[1860] = {11}, -- TAMER: Ancient Catacomb Spider
|
|
[1861] = {7}, -- TAMER: Catacomb Bat
|
|
[1862] = {6}, -- TAMER: Catacomb Snake
|
|
[1863] = {5}, -- TAMER: Font of Mana
|
|
[1864] = {6}, -- TAMER: Seed of Mana
|
|
[1865] = {4}, -- TAMER: Essence of Mana
|
|
[1866] = {4}, -- TAMER: Baby Bjorn
|
|
[1867] = {6}, -- TAMER: Mini Musken
|
|
[1868] = {9}, -- TAMER: Mist Wraith
|
|
[1869] = {7}, -- TAMER: Crawdead
|
|
[1870] = {10}, -- TAMER: Gnaw
|
|
[1871] = {6}, -- TAMER: Harbinger of Dark
|
|
[1872] = {6}, -- TAMER: Herald of Light
|
|
[1873] = {11}, -- TAMER: Gusteau
|
|
[1874] = {5}, -- TAMER: Remy
|
|
[1875] = {12}, -- TAMER: Dinner
|
|
[1877] = {12}, -- TAMER: Eye of Inquisition
|
|
[1878] = {10}, -- TAMER: Eye of Interrogation
|
|
[1879] = {5}, -- TAMER: Eye of Impetration
|
|
[1880] = {3}, -- TAMER: Stitches Jr. Jr.
|
|
[1881] = {3}, -- TAMER: Lil'idan
|
|
[1882] = {6}, -- TAMER: Chromadon
|
|
[1883] = {6}, -- TAMER: Blottis
|
|
[1884] = {7}, -- NEW: Baby Elderhorn
|
|
[1885] = {12}, -- NEW: Sunborne Val'kyr
|
|
[1886] = {6}, -- NEW: Trigger
|
|
--[1887] = {???}, -- NEW: Wyrmy Tunkins
|
|
[1888] = {7}, -- NEW: Celestial Calf
|
|
[1889] = {11}, -- NEW: Felbat Pup
|
|
[1890] = {5}, -- NEW: Corgi Pup
|
|
[1891] = {4}, -- TAMER: Vinu
|
|
[1892] = {3}, -- TAMER: Subjugated Tadpole
|
|
[1893] = {3}, -- TAMER: Allured Tadpole
|
|
[1894] = {3}, -- TAMER: Confused Tadpole
|
|
[1895] = {10}, -- TAMER: Hungry Owl
|
|
[1896] = {9}, -- TAMER: Hungry Rat
|
|
[1897] = {12}, -- TAMER: Breezy Book
|
|
[1898] = {6}, -- TAMER: Helpful Spirit
|
|
[1899] = {4}, -- TAMER: Delicate Moth
|
|
[1903] = {6}, -- NEW: Zoom
|
|
[1904] = {5}, -- TAMER: Stumpers
|
|
[1905] = {6}, -- TAMER: Foof
|
|
[1906] = {4}, -- TAMER: Lil' Sizzle
|
|
[1907] = {8}, -- NEW: Pygmy Owl
|
|
[1911] = {3}, -- NEW: Sting Ray Pup
|
|
[1912] = {7}, -- NEW: Young Mutant Warturtle
|
|
[1913] = {3, 4, 5, 9, 10, 11}, -- NEW: Gleamhoof Fawn
|
|
[1914] = {5, 8, 10, 11}, -- NEW: Coastal Sandpiper
|
|
[1915] = {3, 4, 5, 6, 7, 8, 12}, -- NEW: Blind Rat
|
|
[1917] = {3, 4}, -- NEW: Stormstruck Beaver
|
|
[1918] = {12}, -- NEW: Alliance Enthusiast
|
|
[1919] = {12}, -- NEW: Horde Fanatic
|
|
[1920] = {10}, -- NEW: Transmutant
|
|
[1921] = {4}, -- NEW: Untethered Wyrmling
|
|
[1922] = {8}, -- NEW: Lurking Owl Kitten
|
|
[1926] = {9}, -- NEW: Hungering Claw
|
|
[1927] = {8}, -- NEW: Ash'ana
|
|
[1928] = {10}, -- NEW: Firebat Pup
|
|
[1929] = {3}, -- NEW: Corgnelius
|
|
[1930] = {12}, -- NEW: Lagan
|
|
[1931] = {8}, -- NEW: Court Scribe
|
|
[1932] = {7}, -- NEW: Nightmare Lasher
|
|
[1933] = {11}, -- NEW: Nightmare Treant
|
|
[1934] = {7}, -- NEW: Benax
|
|
--[1935] = {???}, -- NEW: Squirky
|
|
[1936] = {8}, -- NEW: Mischief
|
|
--[1937] = {???}, -- NEW: Wonderous Wisdomball
|
|
[1938] = {7}, -- NEW: Rescued Fawn
|
|
[1939] = {8}, -- NEW: Legionnaire Murky
|
|
[1940] = {8}, -- NEW: Knight-Captain Murky
|
|
[1941] = {4}, -- NEW: Snowfang
|
|
--[1943] = {???}, -- NEW: Noblegarden Bunny
|
|
--[1949] = {???}, -- NEW: Igneous Flameling
|
|
[1952] = {3}, -- NEW: Dreadmaw
|
|
[1953] = {5, 9, 11}, -- NEW: Snobold Runt
|
|
[1954] = {8, 11}, -- NEW: Nerubian Swarmer
|
|
[1955] = {4}, -- NEW: Magma Rageling
|
|
[1956] = {6, 12}, -- NEW: Ironbound Proto-Whelp
|
|
[1957] = {3}, -- NEW: Runeforged Servitor
|
|
[1958] = {3, 4, 7, 10}, -- NEW: Sanctum Cub
|
|
[1959] = {6}, -- NEW: Winter Rageling
|
|
[1960] = {3}, -- NEW: Snaplasher
|
|
[1961] = {6, 7, 12}, -- NEW: G0-R41-0N Ultratonk
|
|
[1962] = {8}, -- NEW: Creeping Tentacle
|
|
[1963] = {3}, -- NEW: Boneshard
|
|
[1964] = {3, 4, 5, 6, 7, 8, 9, 10, 12}, -- NEW: Blood Boil
|
|
[1965] = {3, 7, 9}, -- NEW: Blightbreath
|
|
[1966] = {11}, -- NEW: Soulbroken Whelpling
|
|
[1967] = {3}, -- NEW: Drudge Ghoul
|
|
[1968] = {5, 8, 11}, -- NEW: Wicked Soul
|
|
[1969] = {5}, -- NEW: Stardust
|
|
--[1971] = {???}, -- TAMER: Comet
|
|
--[1972] = {???}, -- TAMER: Cosmos
|
|
--[1973] = {???}, -- TAMER: Constellatius
|
|
[1974] = {5}, -- NEW: Snowfeather Hatchling
|
|
[1975] = {7}, -- NEW: Direbeak Hatchling
|
|
[1976] = {4}, -- NEW: Sharptalon Hatchling
|
|
[1977] = {8}, -- NEW: Bloodgazer Hatchling
|
|
--[1978] = {???}, -- NEW: Dutiful Squire
|
|
--[1979] = {???}, -- NEW: Dutiful Gruntling
|
|
--[1981] = {???}, -- TAMER: Swoop
|
|
--[1982] = {???}, -- TAMER: Buzz
|
|
--[1983] = {???}, -- TAMER: Cherry
|
|
[1984] = {6, 7, 9, 12}, -- NEW: Albino Buzzard
|
|
[1997] = {4}, -- NEW: Crackers
|
|
[1999] = {5, 8, 9, 11}, -- NEW: Cavern Moccasin
|
|
[2000] = {7, 8, 10}, -- NEW: Young Venomfang
|
|
[2004] = {7}, -- NEW: Trashy
|
|
[2008] = {12}, -- TAMER: Fido
|
|
[2009] = {4}, -- TAMER: Seer's Eye
|
|
[2010] = {7}, -- TAMER: Flickering Fel
|
|
[2011] = {5}, -- TAMER: Imply
|
|
[2012] = {10}, -- TAMER: Rover
|
|
[2013] = {3}, -- TAMER: Seduction
|
|
[2014] = {12}, -- TAMER: Living Pool
|
|
[2015] = {7}, -- TAMER: Tia Mia and Larry
|
|
[2016] = {7}, -- TAMER: Rock Lobster
|
|
[2017] = {4}, -- NEW: Infinite Hatchling
|
|
[2018] = {10}, -- NEW: Paradox Spirit
|
|
[2022] = {3}, -- NEW: Tylarr Gronnden
|
|
[2042] = {8}, -- NEW: Scraps
|
|
}
|
|
|
|
--[[
|
|
local a,b = 0,0
|
|
for k,v in pairs(lib.breedData.speciesToAvailableBreeds) do a = a+1 end
|
|
for k,v in pairs(lib.breedData.speciesToBaseStatProfile) do b = b+1 end
|
|
|
|
missingPets = ""
|
|
for k,v in pairs(lib.breedData.speciesToBaseStatProfile) do
|
|
if not lib.breedData.speciesToAvailableBreeds[k] then
|
|
missingPets = missingPets..k..", "
|
|
print(k)
|
|
end
|
|
end
|
|
|
|
|
|
print(a,b)]]
|