Update README.md

README.md

@@ -47,20 +47,18 @@ Then you can simply execute the file using Sage. It does not matter where you ex
 [crypto-attacks]$ sage -python attacks/rsa/boneh_durfee.py
 INFO:root:Trying m = 3, t = 1...
 DEBUG:root:Generating shifts...
-DEBUG:root:Creating a lattice with 11 shifts (order = invlex, sort_shifts_reverse = False, sort_monomials_reverse = False)...
+DEBUG:root:Creating a lattice with 11 shifts (order = 'invlex', sort_shifts_reverse = False, sort_monomials_reverse = False)...
 DEBUG:root:Reducing a 11 x 11 lattice...
-DEBUG:root:Reconstructing polynomials (divide_original = True, modulus_bound = True, divide_gcd = True)...
-DEBUG:root:Row 4 is too large, ignoring...
-DEBUG:root:Row 5 is too large, ignoring...
-DEBUG:root:Row 6 is too large, ignoring...
-DEBUG:root:Row 7 is too large, ignoring...
-DEBUG:root:Row 8 is too large, ignoring...
-DEBUG:root:Row 9 is too large, ignoring...
-DEBUG:root:Row 10 is too large, ignoring...
-DEBUG:root:Reconstructed 4 polynomials
+DEBUG:root:Reconstructing polynomials (divide_original = True, modulus_bound = False, divide_gcd = True)...
+DEBUG:root:Polynomial at row 8 is constant, ignoring...
+DEBUG:root:Reconstructed polynomial has gcd 1312232632720549890113031660369306919929075823824696839212183146130434668203517349691252841557097914064120078389640402109017308806168467714230057403815071456395553717020189622129706447677967264344568789118172311850383406340547579993263937406518074980025897726255316031512238322022839331135299265704052474541497687419350763703993630899191179705015113329644753599872380152055902238937889027950089072598069861391599563222633064848996619752054685734260976071760984100109990150069201501748622288840900421607423175114026653242500476408861976142751384898489130281755466581359057847077651502734556259387442296763474369957121 with polynomial at 8, dividing...
+DEBUG:root:Reconstructed 10 polynomials
 DEBUG:root:Computing pairwise gcds to find trivial roots...
 DEBUG:root:Using Groebner basis method to find roots...
-DEBUG:root:Sequence length: 4, Groebner basis length: 2
+DEBUG:root:Sequence length: 10, Groebner basis length: 1
+DEBUG:root:Sequence length: 9, Groebner basis length: 1
+DEBUG:root:Sequence length: 8, Groebner basis length: 1
+DEBUG:root:Sequence length: 7, Groebner basis length: 2
 DEBUG:root:Found Groebner basis with length 2, trying to find roots...
 Found p = 7866790440964395011005623971351568677139336343167390105188826934257986271072664643571727955882500173182140478082778193338086048035817634545367411924942763 and q = 11227048386374621771175649743442169526805922745751610531569607663416378302561807690656370394330458335919244239976798600743588701676542461805061598571009923
 ```