is this a correct way to generate rsa keys?

is this code going to give me correct values for RSA keys (assuming that the other functions are correct)? im having trouble getting my program to decrypt properly, as in certain blocks are not decrypting properly

this is in python:

import random
def keygen(bits):
    p = q = 3
    while p == q:
        p = random.randint(2**(bits/2-2),2**(bits/2))
        q = random.randint(2**(bits/2-2),2**(bits/2))
        p += not(p&1)                             # changes the values from 
        q += not(q&1)                             # even to odd

        while MillerRabin(p) == False:            # checks for primality
            p -= 2
        while MillerRabin(q) == False:
            q -= 2
    n = p * q   
    tot = (p-1) * (q-1)
    e = tot
    while gcd(tot,e) != 1:
        e = random.randint(3,tot-1)
    d = getd(tot,e)                       # gets the multiplicative inverse
    while d<0:                            # i can probably replace this with mod
        d = d + tot
    return e,d,n

one set of keys generated:

e = 3daf16a37799d3b2c951c9baab30ad2d

d = 16873c0dd2825b2e8e6c2c68da3a5e25

n = dc2a732d64b83816a99448a2c2077ced