2025/12/13 14:00(JST) - 2025/12/14 14:00(JST)で開催された SECCON CTF 14 Quals に参加した.
大会終了後に解いた問題についてまとめておく.
Crypto
yukari [77 Solve (112)]
yukari zone♡
nc yukari.seccon.games 15809
yukari.tar.gz
└─ chal.py
#!/usr/bin/env python3
from Crypto.PublicKey import RSA
from Crypto.Util.number import getPrime, isPrime
with open("flag.txt", "r") as f:
FLAG = f.read()
for _ in range(32):
p = getPrime(1024)
print("p =", p)
q = int(input("q: "))
assert p != q
assert q.bit_length() >= 1024
assert isPrime(q)
n = p * q
e = getPrime(64)
d = pow(e, -1, (p - 1) * (q - 1))
try:
cipher = RSA.construct((n, e, d))
except:
print("error!")
continue
print("key setup successful")
exit()
print(FLAG)RSA.construct((n, e, d))でエラーを発生させればよい.
RSA.construct メソッドを含むソースコードを確認すると,$n, e, d$ から $p, q$ を復元していること. $u = p.inverse(q)$ を計算し,$u \leq 1$ の場合はエラーを返すことがわかる.
https://github.com/Legrandin/pycryptodome/blob/master/lib/Crypto/PublicKey/RSA.py
(省略)
# Compute factors p and q from the private exponent d.
# We assume that n has no more than two factors.
# See 8.2.2(i) in Handbook of Applied Cryptography.
ktot = d * e - 1
# The quantity d*e-1 is a multiple of phi(n), even,
# and can be represented as t*2^s.
t = ktot
while t % 2 == 0:
t //= 2
# Cycle through all multiplicative inverses in Zn.
# The algorithm is non-deterministic, but there is a 50% chance
# any candidate a leads to successful factoring.
# See "Digitalized Signatures and Public Key Functions as Intractable
# as Factorization", M. Rabin, 1979
spotted = False
a = Integer(2)
while not spotted and a < 100:
k = Integer(t)
# Cycle through all values a^{t*2^i}=a^k
while k < ktot:
cand = pow(a, k, n)
# Check if a^k is a non-trivial root of unity (mod n)
if cand != 1 and cand != (n - 1) and pow(cand, 2, n) == 1:
# We have found a number such that (cand-1)(cand+1)=0 (mod n).
# Either of the terms divides n.
p = Integer(n).gcd(cand + 1)
spotted = True
break
k *= 2
# This value was not any good... let's try another!
a += 2
if not spotted:
raise ValueError("Unable to compute factors p and q from exponent d.")
# Found !
assert ((n % p) == 0)
q = n // p
(省略)
u = p.inverse(q)
(省略)
if u <= 1 or u >= q:
raise ValueError("Invalid RSA component u")このとき,$p, q$ の順番が正しく復元されるとは限らない.すなわち,実際の $p, q$ と復元された $p, q$ が逆になる場合がある. そして,$q = kp + 1$ を満たすように $q$ を選ぶと,$p, q$ が逆になった際に,$u = 1$ となり,エラーが発生する.
したがって,$q = kp + 1$ を満たす素数であり,RSA.constructがエラーになる $q$ を求めればよい.
from pwn import *
from Crypto.Util.number import isPrime, getRandomNBitInteger, getPrime
from Crypto.PublicKey import RSA
context(log_level="DEBUG")
io = remote("yukari.seccon.games", 15809)
for i in range(32):
io.recvuntil(b"p = ")
p = io.recvline().strip()
p = int(p)
while True:
while True:
k = getRandomNBitInteger(256)
q = k * (p) + 1
if q.bit_length() < 1024:
continue
if isPrime(q):
print("found q!")
break
e = getPrime(64)
n = p * q
phi = (p-1)*(q-1)
d = pow(e, -1, phi)
try:
cipher = RSA.construct((n, e, d))
except:
print("error q!")
break
io.sendline(str(q).encode())
io.recvuntil(b"error!")
io.interactive()このコードを実行するとflagが得られる.
$ python solver.py
[x] Opening connection to yukari.seccon.games on port 15809
[x] Opening connection to yukari.seccon.games on port 15809: Trying 153.127.203.56
[+] Opening connection to yukari.seccon.games on port 15809: Done
[DEBUG] Received 0x13d bytes:
b'p = 115290483360278260033811613990171356939942353420003168424236199104740436485191271664438933159111631796573549066807142058623701829253122075608487395221447038171442133966756019947453192699851950053557302114931538729336576592323200617790240433497846797846208626407301363478261484882945469535531709682804614730201\n'
b'q: '
found q!
error q!
[DEBUG] Sent 0x182 bytes:
b'6766240932023983783758178301933852348026326197449686783194404784119609920097505814550914201350011050789825195682991581724553217517333981130288465849970324502468511659253038519208751278542592820682189691106741928540503099093307939277629926282422896868999002580467285509082694844499258196028199810120720113983454844027732569400574120177823374232283887018859897515609833622399024115790653\n'
(途中省略)
[DEBUG] Received 0x144 bytes:
b'error!\n'
b'p = 175572602114401709257036346479336928177327331318721831771483344438030585590842521234090538458846815951505472864559849044109253230905000202591966156158414217310746880675448088936449927008073917255819163360877486214626464299397266285899614879937226603576297492224099369270385619837837881048387440908685329083767\n'
b'q: '
found q!
error q!
[DEBUG] Sent 0x183 bytes:
b'18839108200343892970980721053977691859440941564153634521775117754495245808641694200040083725367415108183804030036506495399329125199007583766923167231407003115884736165506252490263051199945411022865662909563033180546418321430020984977318443449396503441228213875404515625912274778642769832852304472764910337059996594069991103480089774094736067178563233144621649542510165349881708957620233\n'
[DEBUG] Received 0x50 bytes:
b'error!\n'
b'SECCON{9cb27d297988cdae22deca33d5e54a6955d6f95a010c6aec737ff7509f4ac715}\n'
[*] Switching to interactive mode
SECCON{9cb27d297988cdae22deca33d5e54a6955d6f95a010c6aec737ff7509f4ac715}
[*] Got EOF while reading in interactive
SECCON{9cb27d297988cdae22deca33d5e54a6955d6f95a010c6aec737ff7509f4ac715}
Reversing
Breaking Out [235 Solve (71)]
There is something at stage 100.
breaking_out.tar.gz
├─ game.js
└─ index.html
難読化されたgame.jsファイルが与えられる.実行は同階層にて以下を実行して,http://localhost:8000/にアクセスすればよい.
$ python -m http.server 8000

問題文よりステージ100に到達することがゴールであると推測されるが,ステージ番号をいじっても何も起こらない. ステージ番号とステージ情報の読み込みは独立で行われているらしい.
ステージをクリアした際に,以下の部分が実行される.
async[a0_0x9638eb(0x211)]() {
const _0x4fab65 = a0_0x9638eb;
this[_0x4fab65(0x214)] = !![];
const _0x59b60c = this[_0x4fab65(0x1c5)]();
this[_0x4fab65(0x259)] ? (this[_0x4fab65(0x23e)] = await this[_0x4fab65(0x256)](this[_0x4fab65(0x259)], _0x59b60c) || null,
this[_0x4fab65(0x259)] = this[_0x4fab65(0x23e)]?.[_0x4fab65(0x229)] || '') : this[_0x4fab65(0x23e)] = null;
this[_0x4fab65(0x254)] += 0x1;
const _0x10c6b0 = !this[_0x4fab65(0x23e)] && !this[_0x4fab65(0x259)];
_0x10c6b0 && this[_0x4fab65(0x1f6)][_0x4fab65(0x237)]() === 0x0 ? (this[_0x4fab65(0x21b)](this[_0x4fab65(0x254)]),
this[_0x4fab65(0x1b8)] = !![],
this[_0x4fab65(0x1d9)][_0x4fab65(0x1c2)](_0x4fab65(0x1f2)),
this[_0x4fab65(0x1d9)][_0x4fab65(0x216)](!![]),
this[_0x4fab65(0x246)][_0x4fab65(0x216)](![]),
this[_0x4fab65(0x1f8)]()) : (this[_0x4fab65(0x21b)](this[_0x4fab65(0x254)]),
this[_0x4fab65(0x1d9)][_0x4fab65(0x1c2)](_0x4fab65(0x25a) + (this[_0x4fab65(0x254)] - 0x1) + _0x4fab65(0x267)),
this[_0x4fab65(0x1d9)][_0x4fab65(0x216)](!![]),
this[_0x4fab65(0x26b)](),
this[_0x4fab65(0x1f8)]());
}
Chrome DevToolsでブレークポイントを設定して値を確認すると,
ステージ情報が格納されると思われる変数this[_0x4fab65(0x23e)]に,次のステージ情報の暗号化であると思われるnextが確認できる.
また,この暗号化された次のステージ情報はthis[_0x4fab65(0x259)]に格納される.

this[_0x4fab65(0x23e)]: Object
ballSpeed: 640
brickHeight: 24
brickPadding: 10
brickWidth: 72
cols: 10
next: "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"
paddleWidth: 140
rows: 10
このasync[a0_0x9638eb(0x211)]()関数は,次のように構成されている.
- 3行目:
_0x59b60cに鍵のようなデータを格納. - 4行目:暗号化された次のステージ情報をもつ
this[_0x4fab65(0x259)]と鍵_0x59b60cから,次のステージ情報を復号しthis[_0x4fab65(0x23e)]に格納. - 5行目:次のステージ情報
this[_0x4fab65(0x23e)]から,さらにその次の暗号化されたステージ情報をthis[_0x4fab65(0x259)]に格納しておく.
次ステージ情報を復号する関数async[a0_0x9638eb(0x256)]をみると,鍵_0x59b60cが正しくないときにはエラーが発生し,nullが返される.
その場合,this[_0x4fab65(0x259)]に''が格納されるので,そのステージが最終ステージと判断されてしまい,ゲームが終了してしまう.
async[a0_0x9638eb(0x256)](_0x24a27d, _0xca68ea) {
const _0x38c089 = a0_0x9638eb;
if (!_0x24a27d)
return null;
try {
const _0x4c354e = this[_0x38c089(0x1bd)](_0x24a27d)
, _0x5787db = this[_0x38c089(0x201)](_0xca68ea, _0x4c354e)
, _0x28060b = await this[_0x38c089(0x1f7)](_0x5787db)
, _0x23cba4 = new TextDecoder()[_0x38c089(0x1ce)](_0x28060b);
return JSON[_0x38c089(0x251)](_0x23cba4);
} catch (_0x259b43) {
return null;
}
}
鍵はどう求まるかというと,[a0_0x9638eb(0x1c5)]関数で三つの値から作っていることがわかる.
さらに,この三つの値は[a0_0x9638eb(0x210)]が呼ばれる度に更新されており,これが呼ばれるのは,ブロックを消したときである.
すなわち,ブロックを正しい個数分だけ壊しているときのみ,正しい鍵を作ることができる.
[a0_0x9638eb(0x1c5)]() {
const _0x22e2e0 = a0_0x9638eb;
if (!this[_0x22e2e0(0x1ec)])
return '';
const {acc1: _0x46cab5, acc2: _0x8fbf66, acc3: _0x53d9fe} = this[_0x22e2e0(0x1ec)];
return [_0x46cab5, _0x8fbf66, _0x53d9fe][_0x22e2e0(0x230)](_0xcba113 => _0xcba113[_0x22e2e0(0x1e8)](0x10)[_0x22e2e0(0x207)](0x8, '0'))[_0x22e2e0(0x262)]('');
}
[a0_0x9638eb(0x210)](_0x19e27b) {
const _0x25369b = a0_0x9638eb;
if (!this[_0x25369b(0x1ec)])
return;
const _0x455fb0 = _0x19e27b >>> 0x0
, _0x4c893b = (_0x455fb0 << 0x7 | _0x455fb0 >>> 0x19) >>> 0x0;
this[_0x25369b(0x1ec)][_0x25369b(0x269)] = this[_0x25369b(0x1ec)][_0x25369b(0x269)] + _0x455fb0 >>> 0x0,
this[_0x25369b(0x1ec)][_0x25369b(0x26c)] = this[_0x25369b(0x1ec)][_0x25369b(0x26c)] + _0x4c893b >>> 0x0,
this[_0x25369b(0x1ec)][_0x25369b(0x1fd)] = this[_0x25369b(0x1ec)][_0x25369b(0x1fd)] + ((_0x455fb0 ^ 0x9e3779b9) >>> 0x0) >>> 0x0;
}
以上より,ステージ1から一気にステージ100に行くためには,正しい鍵の値とステージ100の暗号化されたステージ情報の二つが必要である.
そこで次の手順でこれらを取得することにする.
- ボールのサイズを巨大にする
- すると3秒ほどでステージ1~100までステージクリアしてしまう
- Chrome DevToolsでブレークポイントをasync[a0_0x9638eb(0x211)]関数の部分に,タイミングよく設定して,ステージ100の値を手動で確認 (値をログに出力できなかったため手動で行った.ステージ90付近で設定できると100まで楽である.)
ボールのサイズは[a0_0x9638eb(0x1d7)]関数の2行目の3引数目(デフォルト:0xa)を0xaaaにでもすればよい.
[a0_0x9638eb(0x1d7)]() {
const _0x3dfc6a = a0_0x9638eb;
this[_0x3dfc6a(0x26a)] = this[_0x3dfc6a(0x27a)][_0x3dfc6a(0x1da)](a0_0x15c057 / 0x2, a0_0x3f7e7b - 0x50, 0xa, 0xffc857),
this[_0x3dfc6a(0x235)][_0x3dfc6a(0x27a)][_0x3dfc6a(0x215)](this[_0x3dfc6a(0x26a)]);
const _0x5947c4 = this[_0x3dfc6a(0x26a)][_0x3dfc6a(0x1e1)];
_0x5947c4[_0x3dfc6a(0x265)](!![], 0x1, 0x1),
_0x5947c4[_0x3dfc6a(0x22e)](0x1, 0x1),
_0x5947c4[_0x3dfc6a(0x1cf)](![]);
}
最終付近の値は以下のとおりである.このことから,ステージ100の暗号化されたステージ情報は"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"
,鍵は"e918e6d505494c3cadb93697"であることがわかる.
_0x59b60c: "2b21285d096a0f5e277fd90b"
this[_0x4fab65(0x259)]: "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"
_0x59b60c: "e918e6d505494c3cadb93697"
this[_0x4fab65(0x259)]: ""
_0x59b60c: "1357246824681357000a000a"
this[_0x4fab65(0x259)]: ""
以上より,最終的に,元のソースコードから以下の部分だけを書き替える.
また,async[a0_0x9638eb(0x1eb)]関数において,クリア条件を残っているブロックの個数0x0から99に書き替えておく.
これにより,ゲームを開始後,1個のブロックが壊されたらステージ100へ進行するようになる.
async[a0_0x9638eb(0x211)]() {
const _0x4fab65 = a0_0x9638eb;
this[_0x4fab65(0x214)] = !![];
// const _0x59b60c = this[_0x4fab65(0x1c5)]();
const _0x59b60c = "e918e6d505494c3cadb93697";
this[_0x4fab65(0x259)] = "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";
this[_0x4fab65(0x259)] ? (this[_0x4fab65(0x23e)] = await this[_0x4fab65(0x256)](this[_0x4fab65(0x259)], _0x59b60c) || null,
this[_0x4fab65(0x259)] = this[_0x4fab65(0x23e)]?.[_0x4fab65(0x229)] || '') : this[_0x4fab65(0x23e)] = null;
this[_0x4fab65(0x254)] += 0x1;
const _0x10c6b0 = !this[_0x4fab65(0x23e)] && !this[_0x4fab65(0x259)];
_0x10c6b0 && this[_0x4fab65(0x1f6)][_0x4fab65(0x237)]() === 0x0 ? (this[_0x4fab65(0x21b)](this[_0x4fab65(0x254)]),
this[_0x4fab65(0x1b8)] = !![],
this[_0x4fab65(0x1d9)][_0x4fab65(0x1c2)](_0x4fab65(0x1f2)),
this[_0x4fab65(0x1d9)][_0x4fab65(0x216)](!![]),
this[_0x4fab65(0x246)][_0x4fab65(0x216)](![]),
this[_0x4fab65(0x1f8)]()) : (this[_0x4fab65(0x21b)](this[_0x4fab65(0x254)]),
this[_0x4fab65(0x1d9)][_0x4fab65(0x1c2)](_0x4fab65(0x25a) + (this[_0x4fab65(0x254)] - 0x1) + _0x4fab65(0x267)),
this[_0x4fab65(0x1d9)][_0x4fab65(0x216)](!![]),
this[_0x4fab65(0x26b)](),
this[_0x4fab65(0x1f8)]());
}
async[a0_0x9638eb(0x1eb)](_0x2ae8fa, _0x5da14c, _0x1b3ae8=0x0, _0xd4105b=0x0) {
const _0x1d9f89 = a0_0x9638eb;
if (!_0x2ae8fa[_0x1d9f89(0x1e3)])
return;
_0x2ae8fa[_0x1d9f89(0x1d5)](),
this[_0x1d9f89(0x268)] += 1000,
_0x5da14c && this[_0x1d9f89(0x255)](_0x5da14c, _0x1b3ae8, _0xd4105b),
this[_0x1d9f89(0x1b7)](0x35c, 0x46),
this[_0x1d9f89(0x1ae)]();
// this[_0x1d9f89(0x1f6)][_0x1d9f89(0x237)]() === 0x0 && await this[_0x1d9f89(0x211)]();
this[_0x1d9f89(0x1f6)][_0x1d9f89(0x237)]() === 99 && await this[_0x1d9f89(0x211)]();
}
以下のようにflagが得られる.
SECCON{H4ve_y0u_3ver_p14yed_Atari?_SQiOIVX6HPtRekE1vTn4}


