I wish someone makes a question: "Definition of $x^u \bmod k$", with mention of uses of that notation in RSA for $C=M^e \bmod N$ and $d=e^{-1} \bmod Ļ(N)$, and thus an RSA tag. Teachers and reference material often skip that, and it's complex when we want to cover uā¤0 as is often the case. It causes a lot of confusion.
I am trying to implement RSA algorithm. I got a code in python. When I run it, it takes more than 10
minutes even when the primes are within 100 and message size is 8 decimal digits. Plese suggest what may be the problem in the code.
# Write Python3 code here
from decimal import Decimal
def g...4
