Загрузка данных
#!/usr/bin/env python3
import urllib.request
import json
import base64
import struct
import sys
BASE = sys.argv[1] if len(sys.argv) > 1 else "http://localhost:5000"
R = 0xE1000000000000000000000000000000
MASK128 = (1 << 128) - 1
# --- GF(2^128) ---
def gf128_mul(x, y):
z = 0
v = x & MASK128
for i in range(128):
if (y >> i) & 1:
z ^= v
msb = (v >> 127) & 1
v = (v << 1) & MASK128
if msb:
v ^= R
return z & MASK128
def gf128_inv(x):
"""Инверсия в GF(2^128) через расширенный алгоритм Евклида."""
if x == 0:
raise ZeroDivisionError
MOD = (1 << 128) | 0x87
def poly_deg(a):
return a.bit_length() - 1 if a else -1
def poly_divmod(a, b):
if b == 0:
raise ZeroDivisionError
q = 0
while a and poly_deg(a) >= poly_deg(b):
shift = poly_deg(a) - poly_deg(b)
q ^= (1 << shift)
a ^= (b << shift)
return q, a
def poly_mul(a, b):
result = 0
while b:
if b & 1:
result ^= a
a <<= 1
b >>= 1
return result
def poly_mod(a, m):
while a and poly_deg(a) >= poly_deg(m):
shift = poly_deg(a) - poly_deg(m)
a ^= (m << shift)
return a
r0, r1 = MOD, x
s0, s1 = 0, 1
steps = 0
while r1 != 0:
steps += 1
if steps > 1000:
raise RuntimeError("EGCD зациклился")
q, r = poly_divmod(r0, r1)
r0, r1 = r1, r
s0, s1 = s1, s0 ^ poly_mod(poly_mul(q, s1), MOD)
return s0 & MASK128
def ghash(H_bytes, aad, ct):
H = int.from_bytes(H_bytes, "big")
len_block = struct.pack(">QQ", len(aad) * 8, len(ct) * 8)
data = aad + ct + len_block
Y = 0
for i in range(0, len(data), 16):
block = data[i:i+16]
if len(block) < 16:
block = block + b"\x00" * (16 - len(block))
X = int.from_bytes(block, "big")
Y = gf128_mul(Y ^ X, H)
return Y.to_bytes(16, "big")
# --- HTTP ---
def post(path, payload):
req = urllib.request.Request(
BASE + path,
data=json.dumps(payload).encode(),
headers={"Content-Type": "application/json"},
method="POST"
)
with urllib.request.urlopen(req, timeout=15) as resp:
return json.loads(resp.read().decode())
def get(path):
with urllib.request.urlopen(BASE + path, timeout=15) as resp:
return json.loads(resp.read().decode())
def main():
# --- ТЕСТ МАТЕМАТИКИ ---
print("=== ТЕСТ МАТЕМАТИКИ ===")
for t in [1, 2, 3, 0x80, 0x123456789abcdef0123456789abcdef0, MASK128]:
inv_t = gf128_inv(t)
p = gf128_mul(t, inv_t)
status = "OK" if p == 1 else "FAIL"
print(f" inv({t:032x}) * {t:032x} = {p:032x} {status}")
if p != 1:
print("!!! МАТЕМАТИКА СЛОМАНА, ДАЛЬШЕ НЕТ СМЫСЛА !!!")
return
print("=== МАТЕМАТИКА OK ===\n")
# 1. FLAG_BLOB
r = get("/flag")
flag_blob = base64.b64decode(r["flag_blob"])
FLAG_IV = flag_blob[:12]
FLAG_CT = flag_blob[12:-16]
FLAG_TAG = flag_blob[-16:]
print(f"[+] FLAG_IV = {FLAG_IV.hex()}")
print(f"[+] FLAG_CT = {FLAG_CT.hex()} ({len(FLAG_CT)} bytes)")
print(f"[+] FLAG_TAG = {FLAG_TAG.hex()}")
# 2. GLOBAL_H через /aes_ecb_service (0^16)
print("\n[*] Получаем GLOBAL_H через /aes_ecb_service...")
r = post("/aes_ecb_service", {
"block_b64": base64.b64encode(b"\x00" * 16).decode()
})
GLOBAL_H = base64.b64decode(r["cipher_b64"])
print(f"[+] GLOBAL_H = {GLOBAL_H.hex()}")
# 3. E_K(FLAG_J0) через /aes_ecb_tenant (who=victim)
print("\n[*] Получаем E_K(FLAG_J0) через /aes_ecb_tenant...")
FLAG_J0 = FLAG_IV + b"\x00\x00\x00\x01"
r = post("/aes_ecb_tenant", {
"who": "victim",
"block_b64": base64.b64encode(FLAG_J0).decode()
})
E_K_J0 = base64.b64decode(r["cipher_b64"])
print(f"[+] E_K(J0) = {E_K_J0.hex()}")
# 4. known = GHASH(H, AAD_VICTIM, FLAG_CT) = FLAG_TAG XOR E_K(J0)
known = bytes(a ^ b for a, b in zip(FLAG_TAG, E_K_J0))
print(f"[+] known = {known.hex()}")
# 5. G0 = GHASH(H, AAD_PREFIX || 0^16, FLAG_CT)
AAD_PREFIX = b"user-aad-prefix:"
G0 = ghash(GLOBAL_H, AAD_PREFIX + b"\x00" * 16, FLAG_CT)
print(f"[+] G0 = {G0.hex()}")
# 6. Разница = known XOR G0 = SECRET_VICTIM * H^k
diff = bytes(a ^ b for a, b in zip(known, G0))
diff_int = int.from_bytes(diff, "big")
print(f"[+] diff = {diff.hex()}")
# 7. Находим k (степень H для позиции SECRET_VICTIM)
# data = AAD_PREFIX (16) || SECRET_VICTIM (16) || FLAG_CT || len_block
# Общее число блоков N = 2 + ceil(len(FLAG_CT)/16) + 1
N = 2 + (len(FLAG_CT) + 15) // 16 + 1
# SECRET_VICTIM — блок с индексом 1 (0-индексация)
# Его вклад в GHASH = SECRET_VICTIM * H^(N-1)
k = N - 1
print(f"[+] N = {N}, k = {k}")
# 8. Считаем H^k
H = int.from_bytes(GLOBAL_H, "big")
H_k = 1
for _ in range(k):
H_k = gf128_mul(H_k, H)
print(f"[+] H^k = {H_k:032x}")
# 9. SECRET_VICTIM = diff * inv(H^k)
inv_H_k = gf128_inv(H_k)
SECRET_VICTIM = gf128_mul(diff_int, inv_H_k).to_bytes(16, "big")
print(f"[+] SECRET_VICTIM = {SECRET_VICTIM.hex()}")
# 10. Проверка: GHASH(H, AAD_PREFIX || SECRET_VICTIM, FLAG_CT) == known?
check = ghash(GLOBAL_H, AAD_PREFIX + SECRET_VICTIM, FLAG_CT)
print(f"[+] check = {check.hex()}")
print(f"[+] known = {known.hex()}")
if check == known:
print("[+] ПРОВЕРКА ПРОЙДЕНА!")
else:
print("[-] ПРОВЕРКА НЕ ПРОЙДЕНА")
# 11. /verify
print("\n[*] Отправляем на /verify...")
r = post("/verify", {
"who": "victim",
"blob": base64.b64encode(flag_blob).decode(),
"aad_hex": SECRET_VICTIM.hex()
})
print(f"[+] /verify response: {r}")
if "plaintext_b64" in r:
flag = base64.b64decode(r["plaintext_b64"]).decode()
print(f"\n[***] FLAG: {flag}")
return flag
return None
if __name__ == "__main__":
main()