This is an assignment from my cryptography class, have a look

Password for this level is an element of the multiplicative group Z_p^* where p = 19807040628566084398385987581 is a prime. You carefully look around and find three pairs of numbers of the form (a, password * g^a) where g is a element in Z_p^* and a is an integer. The g in each pair is the same. (324, 13820704073802119244527501963) komentare (2345, 13250703864738017529092081924) (9513, 12855368516529211269848301050) You desperately start searching for more numbers and find 1___4_2_---_0___94_-_-9 This looks like g but most of the entries are missing. Speak out the password loudly to pass this level! Password for this level is an element of the multiplicative group Z_p^* where p = 19807040628566084398385987581 is a prime. You carefully look around and find three pairs of numbers of the form (a, password * g^a) where g is a element in Z_p^* and a is an integer. The g in each pair is the same. (324, 13820704073802119244527501963) komentare (2345, 13250703864738017529092081924) (9513, 12855368516529211269848301050) You desperately start searching for more numbers and find 1___4_2_---_0___94_-_-9 This looks like g but most of the entries are missing. Speak out the password loudly to pass this level