Armadillo ECDSA-113

[WhoCares]

Armadillo parameter verification scripts, including:

Elliptic curve base point generation (based on code from mrexodia’s Armadillo Key Tool).
Solving the basis transformation matrix between PB(Polynomial Basis) and ONB2(Type-2 Optimal Normal Basis), and transform cordinates between PB and ONB2.
Curve equation validation.（trivial task）
Subgroup order verification.（trivial task）
Public/private key consistency checks.（trivial task）

https://github.com/z16166/ArmadilloEcdlpVerify (for fun)

Originally Posted by cjack

[B]
The solution is:

k = 0x0000002082DF1821D6E82CEE6880211228

Certificate: #6 of 12 (Encryptionizer / reg3.exe)
BasepointInit: 3254253397 (0xC1F7F755)
Checksum: 0xF4775F5E
Public key (ONB2):
Q.x = 3600264749883462755399490686438491
Q.y = 419754383946908414551514272523181
Curve: GF(2^113) Koblitz (y^2 + xy = x^3 + x^2 + 1)
Subgroup order: 5192296858534827627896703833467507