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symbolic-execution-tools

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Symbolic execution and constraint solving playbook. Use when solving CTF reversing challenges, recovering keys, bypassing checks, or automating binary analysis with angr, Z3, or Unicorn Engine.

General

What this skill does


# SKILL: Symbolic Execution Tools — Expert Analysis Playbook

> **AI LOAD INSTRUCTION**: Expert symbolic execution techniques using angr, Z3, and Unicorn Engine. Covers CTF challenge automation, constraint solving patterns, function hooking, SimProcedure replacement, and emulation-based unpacking. Base models often produce broken angr scripts due to incorrect state initialization or missing hooks for libc functions.

## 0. RELATED ROUTING

- [anti-debugging-techniques](../anti-debugging-techniques/SKILL.md) when anti-debug checks need to be symbolically bypassed
- [code-obfuscation-deobfuscation](../code-obfuscation-deobfuscation/SKILL.md) when using symbolic execution for deobfuscation
- [vm-and-bytecode-reverse](../vm-and-bytecode-reverse/SKILL.md) when applying angr to custom VM challenges

### Advanced Reference

Also load [ANGR_COOKBOOK.md](./ANGR_COOKBOOK.md) when you need:
- 15+ ready-to-use angr script patterns for common CTF challenges
- Hook templates for scanf, printf, malloc, strcmp
- Symbolic file input, stdin, argv patterns
- Optimization tricks for path explosion management

### When to use which tool

| Scenario | Best Tool | Why |
|---|---|---|
| Pure math / equation system | Z3 | Direct constraint solving, no binary needed |
| Binary with control flow | angr | Explores paths, manages constraints automatically |
| Emulate specific code region | Unicorn | Fast, no symbolic overhead, good for unpacking |
| Complex binary + custom VM | angr + Unicorn (combo) | angr for control flow, Unicorn for VM handlers |
| Kernel / firmware code | Qiling | Full system emulation with OS awareness |

---

## 1. ANGR — CORE CONCEPTS

### 1.1 Pipeline

```
Project(binary)
  → Factory.entry_state() / blank_state(addr=)
    → SimulationManager(state)
      → explore(find=target, avoid=bad)
        → found[0].solver.eval(symbolic_var)
```

### 1.2 Essential Setup

```python
import angr
import claripy

proj = angr.Project('./challenge', auto_load_libs=False)

# Entry state: start from program entry point
state = proj.factory.entry_state()

# Blank state: start from arbitrary address
state = proj.factory.blank_state(addr=0x401000)

# Full init state: with command-line args
state = proj.factory.full_init_state(args=['./challenge', arg1_sym])

simgr = proj.factory.simulation_manager(state)
simgr.explore(find=0x401234, avoid=[0x401300])

if simgr.found:
    found = simgr.found[0]
    solution = found.solver.eval(symbolic_input, cast_to=bytes)
    print(f"Solution: {solution}")
```

### 1.3 Symbolic Variables (claripy)

```python
# Bitvector (fixed-size integer)
sym_input = claripy.BVS("input", 64)        # 64-bit symbolic
sym_byte = claripy.BVS("byte", 8)           # 8-bit symbolic
sym_buf = claripy.BVS("buffer", 8 * 32)     # 32-byte buffer

# Concrete bitvector
concrete = claripy.BVV(0x41, 8)             # concrete value 0x41

# Constraints
state.solver.add(sym_input > 0)
state.solver.add(sym_input < 100)
state.solver.add(sym_byte >= 0x20)           # printable ASCII
state.solver.add(sym_byte <= 0x7e)

# Evaluate
value = state.solver.eval(sym_input)
all_values = state.solver.eval_upto(sym_input, 10)  # up to 10 solutions
```

### 1.4 Symbolic stdin

```python
flag_len = 32
sym_stdin = claripy.BVS("stdin", 8 * flag_len)

state = proj.factory.entry_state(stdin=sym_stdin)

# Constrain to printable ASCII
for i in range(flag_len):
    byte = sym_stdin.get_byte(i)
    state.solver.add(byte >= 0x20)
    state.solver.add(byte <= 0x7e)
```

### 1.5 Hooking Functions

```python
# Hook by address (skip N bytes of original code)
@proj.hook(0x401100, length=5)
def skip_check(state):
    state.regs.eax = 1  # force success

# SimProcedure: replace library function
class MyStrcmp(angr.SimProcedure):
    def run(self, s1, s2):
        return claripy.If(
            self.state.memory.load(s1, 32) == self.state.memory.load(s2, 32),
            claripy.BVV(0, 32),
            claripy.BVV(1, 32)
        )

proj.hook_symbol('strcmp', MyStrcmp())

# Hook common problematic functions
proj.hook_symbol('printf', angr.SIM_PROCEDURES['libc']['printf']())
proj.hook_symbol('scanf', angr.SIM_PROCEDURES['libc']['scanf']())
proj.hook_symbol('puts', angr.SIM_PROCEDURES['libc']['puts']())
```

### 1.6 Memory Operations

```python
# Read memory (symbolic-aware)
data = state.memory.load(addr, size)          # returns BV
data_concrete = state.solver.eval(data, cast_to=bytes)

# Write memory
state.memory.store(addr, claripy.BVV(0x41, 8))
state.memory.store(addr, sym_buf)

# Read/write registers
rax = state.regs.rax
state.regs.rdi = claripy.BVV(0x1000, 64)
```

---

## 2. Z3 CONSTRAINT SOLVING

### 2.1 Core API

```python
from z3 import *

# Sorts
x = BitVec('x', 32)    # 32-bit bitvector
y = Int('y')             # arbitrary precision integer
b = Bool('b')            # boolean

# Solver
s = Solver()
s.add(x + y == 42)
s.add(x > 0)
s.add(y > 0)

if s.check() == sat:
    m = s.model()
    print(f"x = {m[x]}, y = {m[y]}")
```

### 2.2 Common CTF Patterns

```python
# Serial key validation: each char satisfies constraints
key = [BitVec(f'k{i}', 8) for i in range(16)]
s = Solver()
for k in key:
    s.add(k >= 0x30, k <= 0x7a)  # alphanumeric-ish

# XOR key recovery
plaintext = b"known_plaintext"
ciphertext = b"\x12\x34..."
key_byte = BitVec('key', 8)
s = Solver()
for p, c in zip(plaintext, ciphertext):
    s.add(p ^ key_byte == c)

# System of linear equations (modular)
a, b, c = BitVecs('a b c', 32)
s = Solver()
s.add(3*a + 5*b + 7*c == 0x12345678)
s.add(2*a + 4*b + 6*c == 0xDEADBEEF)
s.add(a ^ b ^ c == 0xCAFEBABE)
```

### 2.3 Optimization

```python
from z3 import Optimize

opt = Optimize()
x = BitVec('x', 32)
opt.add(x > 0)
opt.add(x < 1000)
opt.minimize(x)  # find smallest satisfying value
opt.check()
print(opt.model())
```

---

## 3. UNICORN ENGINE — CODE EMULATION

### 3.1 Basic Setup

```python
from unicorn import *
from unicorn.x86_const import *
from capstone import Cs, CS_ARCH_X86, CS_MODE_64

mu = Uc(UC_ARCH_X86, UC_MODE_64)

CODE_ADDR = 0x400000
STACK_ADDR = 0x7fff0000
STACK_SIZE = 0x10000

mu.mem_map(CODE_ADDR, 0x10000)
mu.mem_map(STACK_ADDR, STACK_SIZE)

mu.mem_write(CODE_ADDR, code_bytes)
mu.reg_write(UC_X86_REG_RSP, STACK_ADDR + STACK_SIZE - 0x1000)
mu.reg_write(UC_X86_REG_RBP, STACK_ADDR + STACK_SIZE - 0x1000)

mu.emu_start(CODE_ADDR, CODE_ADDR + len(code_bytes))

result = mu.reg_read(UC_X86_REG_RAX)
```

### 3.2 Hooking Memory & Instructions

```python
# Hook memory access
def hook_mem(uc, access, address, size, value, user_data):
    if access == UC_MEM_WRITE:
        print(f"Write {value:#x} to {address:#x}")
    elif access == UC_MEM_READ:
        print(f"Read from {address:#x}")

mu.hook_add(UC_HOOK_MEM_READ | UC_HOOK_MEM_WRITE, hook_mem)

# Hook specific instruction (for tracing)
def hook_code(uc, address, size, user_data):
    code = uc.mem_read(address, size)
    md = Cs(CS_ARCH_X86, CS_MODE_64)
    for insn in md.disasm(bytes(code), address):
        print(f"  {insn.address:#x}: {insn.mnemonic} {insn.op_str}")

mu.hook_add(UC_HOOK_CODE, hook_code)
```

### 3.3 Use Cases

| Use Case | Approach |
|---|---|
| Unpack shellcode | Map shellcode, emulate, dump decoded payload |
| Decrypt strings | Emulate decryption function with controlled inputs |
| Brute-force short keys | Loop emulation with different key inputs |
| Analyze obfuscated function | Emulate function, observe register/memory state |
| Firmware code emulation | Map firmware memory layout, emulate routines |

---

## 4. ANGR EXPLORATION STRATEGIES

### 4.1 find/avoid

```python
simgr.explore(
    find=lambda s: b"Correct" in s.posix.dumps(1),   # stdout contains "Correct"
    avoid=lambda s: b"Wrong" in s.posix.dumps(1)      # avoid "Wrong" output
)
```

### 4.2 Managing Path Explosion

| Strategy | Implementation |
|---|---|
| Constrain input space | Add constraints (printable, length limits) |
| Avoid dead-end paths | Use `avoid=` for known failure addresses |
| Hook complex functions | Replace with simplified Si

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