Modern cryptography is currently base on the premise that cryptographic algorithms are public and cryptographic keys are protecte. The larger the cryptographic key, the greater the computational effort requir to crack it.
For example, if we have a key that is 3 bits long, we will need to solve the “mystery” that is 2 3 – possibilities of the binary representation rais to the croatia phone number library Therefore, with each bit add to the exponent, the number of possible combinations is doubl and, consequently, the computational effort and time requir to exhaust the possibilities.
Test possibilities to break a cryptographic key
Testing eight or sixteen possibilities is trivial for a modern home computer. It will happen in such a short amount of time that you won’t even have time to blink.
History teaches us that state-of-the-art technology from a given era becomes popular. Accessible to the masses in the near future. To illustrate this. Today Джеффри Колке Управляющий we have in our smartphones a technology that is orders of times more advance than the one that took man to the moon, less than 50 years later. How long will it take us to scan all the possible combinations of bits of this key?
Doing the math: seven billion five hundred million people on the planet with individual computing power to calculate ninety-three quadrillion instructions per mobile lead second. This results in a combined capacity to test approximately 22 million billion billion billion possibilities per year. You didn’t read that wrong, there are no duplicate words, it’s the number 22 followed by thirty-three zeros.
