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Breaking Industrial Ciphers at a Whim
               M ATE S OOS
         P RESENTATION AT HES’11
Story line
1   HiTag2: reverse-engineered proprietary cipher

2   Analytic tools are needed to investigate them

3   CryptoMiniSat: free software tool to test ciphers (and to break them)




                                                                            2
Philips HiTag2 Cipher

 For access control: cars, army buildings

 Proprietary: reverse-engineered by Karsten Nohl and Sean O’Neil




 Feedback linear(!), filter non-linear
                                                                   3
SAT Solvers
Input: CNF, an “and of or-s’
      (x1 ∨ ¬x3 )    ∧   (¬x2 ∨ x3 )   ∧    (x1 ∨ x2 )
      Crypto-problem needs conversion

Uses DPLL(ϕ) algorithm
  1   If (formula ϕ trivial) return SAT/UNSAT
  2   ret ← DPLL(ϕ with v ← true)
  3   If (ret = SAT) return SAT
  4   ret ← DPLL(ϕ with v ← false)
  5   If (ret = SAT) return SAT
  6   return UNSAT




                                                         4
Toy Example

          (¬x1 ∨ ¬x2 ∨ x3 )   ∧     (¬x1 ∨ x2 )   ∧   (¬x1 ∨ ¬x2 )
              Clause 1               Clause 2           Clause 3

1   Guess: x1 = True

2   Clause 2: x2 = True

3   Clause 3: impossible! Reverse guess.

4   x1 = False

5   Good, everything is satisfied!




                                                                     5
HES2011 - Mate Soos - Craking Industry Ciphers at a Whim
HES2011 - Mate Soos - Craking Industry Ciphers at a Whim
HES2011 - Mate Soos - Craking Industry Ciphers at a Whim
HES2011 - Mate Soos - Craking Industry Ciphers at a Whim

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HES2011 - Mate Soos - Craking Industry Ciphers at a Whim

  • 1. Breaking Industrial Ciphers at a Whim M ATE S OOS P RESENTATION AT HES’11
  • 2. Story line 1 HiTag2: reverse-engineered proprietary cipher 2 Analytic tools are needed to investigate them 3 CryptoMiniSat: free software tool to test ciphers (and to break them) 2
  • 3. Philips HiTag2 Cipher For access control: cars, army buildings Proprietary: reverse-engineered by Karsten Nohl and Sean O’Neil Feedback linear(!), filter non-linear 3
  • 4. SAT Solvers Input: CNF, an “and of or-s’ (x1 ∨ ¬x3 ) ∧ (¬x2 ∨ x3 ) ∧ (x1 ∨ x2 ) Crypto-problem needs conversion Uses DPLL(ϕ) algorithm 1 If (formula ϕ trivial) return SAT/UNSAT 2 ret ← DPLL(ϕ with v ← true) 3 If (ret = SAT) return SAT 4 ret ← DPLL(ϕ with v ← false) 5 If (ret = SAT) return SAT 6 return UNSAT 4
  • 5. Toy Example (¬x1 ∨ ¬x2 ∨ x3 ) ∧ (¬x1 ∨ x2 ) ∧ (¬x1 ∨ ¬x2 ) Clause 1 Clause 2 Clause 3 1 Guess: x1 = True 2 Clause 2: x2 = True 3 Clause 3: impossible! Reverse guess. 4 x1 = False 5 Good, everything is satisfied! 5