What is Jerome and Jeremiah Valeska?
'''Jerome and Jeremiah Valeska''' are [[fictional character]]s from the [[television show]] [[Gotham (TV series)|Gotham]] and are its version of [[Joker (comics)|The Joker]]. They are played by [[Cameron Monaghan]]. ==Season One== In the episode The Blind Fortune Teller, [[Detective]] [[Jim Gordon (character)|James Gordon]] looks into the [[murder]] of a [[female]] [[snake]] [[dancer]] at a [[circus]] and talks to her eighteen year old son Jerome Valeska. At the end of the episode, it turns out Jerome [[kill]]ed her for [[fun]] and when he’s caught, he admits it and [[laughter|laughs]]. ==Season Two== Jerome Valeska is broken out of [[Arkham Asylum]] for the Criminally Insane by the new [[villain]] and becomes the [[leader]] of a gang of [[terrorists]] who call themselves Maniax! They [[kill]] the [[Mayor]]. They kill the person in charge of the [[Police]]. They [[massacre]] the [[police station]] and they [[steal]] a [[bus]] full of [[high school]] [[cheerleader]]s and try to [[kill]] them with [[explosives]]. Jerome also kills his [[father]], a [[blindness|blind]] [[fortune teller]]. Jerome [[kill]]s a [[magician]] and pretends to be him so that he can try to [[kill]] [[Bruce Wayne]]. Jerome kills the other terrorists for [[fun]] once he doesn’t need them anymore and he tries to kill Bruce. But then Theodore Galavan, who broke Jerome out of Arkham, [[kill]]s Jerome so that Bruce will [[trust]] him. ==Season Three== A [[cult]] which [[worship]]s Jerome Valeska finds his body and uses a [[machine]] they stole from [[mad scientist]] [[Hugo Strange]] to bring him back to life. When it doesn’t work, the cult leader cuts off Jerome’s [[face]] and wears it like a [[mask]]. Then Jerome comes back to life, [[kill]]s the cult leader and takes the mask back. Then Jerome shuts down all the [[electricity]] in all of [[Gotham City]] and people start [[riot]]ing. Jerome then [[kidnap]]s [[Bruce Wayne]] and takes him to his [[circus]] which he took over to kill him. Jerome tells Bruce what he wants is to prove that everyon