Is the following an example of a binomial experiment?

At a campus activities board event, an entertainer gives tickets with sequential numbers to every attendee (i.e. 1, 2, 3, 4, 5... n). Throughout the event, the entertainer selects attendees from the audience to come up to the stage. The attendee then gets to remain on stage for the rest of the show to help out with the entertainer's act. If the attendee's ticket has an even number on it, the attendee gets a bonus prize in addition to getting to stay onstage for the rest of the performance. You are interested in the probability that the next three out of four attendees called up to the stage will get a bonus prize.

Yes or No and Why?