def generate_p_and_q():
p = methods.getPrime(BITLENGTH_PRIME)
q = methods.getPrime(BITLENGTH_PRIME)
while methods.log2(p*q) % 2 == 0: #if n is even, generate new p and q
if RSA.log: print("bitLength of N ({}) was not odd".format(methods.log2(p*q)))
p = methods.getPrime(BITLENGTH_PRIME)
q = methods.getPrime(BITLENGTH_PRIME)
return p, q
bitlength = input("What bit size do P and Q need to be? (fill in the bitsize (>= 16 bits), or blank for the standard {})"
.format(BITLENGTH_PRIME))
if not bitlength == "": #check if input is not empty (then we use default bitlength
if(int (bitlength) >= 16): #check if bitlength is over 16 bits
BITLENGTH_PRIME = bitlength
start = startBase = time.clock() #start the timing
p, q = generate_p_and_q() #generate P and Q (these we not given earlier)
print("This took {} seconds".format(time.clock() - start))
print("P = {}".format(p))
print("q = {}".format(q))
print("bit-size modulo N : {}".format(methods.log2(p*q)))
print("------------------------")
start = time.clock()
message = 88357295638463824038562958736483910039478
messageInput = input("Which message do you want to encrypt and decrypt? (leave blank for the bonus excersise text ({}))"
.format(message))
if not messageInput == "":
message = int (messageInput)
print("Message to encrypt and decrypt = {}".format(message))
print("------------------------")
print("Now we are going to setup the RSA instance")