Pollards Kangaroo find solutions to the discrete logarithm secp256k1 PRIVATE KEY in a known range

Pollard’s kangaroo method computes discrete logarithms in arbitrary cyclic groups. It is applied when the discrete logarithm is known to lie in a certain range, say [ a , b ], and then has an expected time to execute the bulk operation. One way to break ECDSA signature schemes is to solve the discrete logarithm problem. Source: This video was created for the CRYPTO DEEP TECH portal to ensure the financial security of data and secp256k1 elliptic curve cryptography against weak ECDSA signatures in the BITCOIN cryptocurrency The creators of the software are not responsible for the use of materials Telegram: cryptodeeptech@ - Email for all questions. Donation Address: ♥ BTC: 1Lw2kh9WzCActXSGHxyypGLkqQZfxDpw8v ♥ETH: 0xaBd66CF90898517573f19184b3297d651f7b90bf #Bitcoin #Cryptocurrencies #PrivateKey