No Ordinary Family

[2][3] The show centers on the Powells, a typical American family living in fictional Pacific Bay, California, whose members gain special powers after their plane crashes in the Amazon, Brazil.

[10][11] In early February 2010, Michael Chiklis became the first actor to join the series, playing family patriarch Jim Powell.

[19] Shay Carl- security guard On May 12, 2010, Entertainment Weekly reported that ABC had picked up the series for the 2010–11 television season.

[8] Entertainment Weekly's Michael Ausiello reports that Josh Stewart, late of Criminal Minds, has joined the cast as the Watcher.

[25] At the beginning of March 2011, the two lead stars Michael Chiklis and Julie Benz signed for Fall 2011 CBS pilot offers.

[50] Alessandra Stanley from The New York Times gave an average review, praising the fact that the show offers "calmer, more restrained fantasy about paranormal prowess" by combining shows like Heroes and Lost with the wholesome fantasy of Pixar's The Incredibles and Disney's The Swiss Family Robinson, but concluded her review by saying that "it's not clear whether this series—a hybrid of family drama and graphic novel—can sustain interest once the premise is fully established".

[51] Tim Goodman of the San Francisco Chronicle wrote a review saying that "There's lot of promise here, of drama, action, comedy, etc, all wrapped up in a family-friendly series.

"[52] The Miami Herald's Glenn Garvin gave a positive review by saying that the show is "a perceptive and engaging comedy drama about domestic dysfunction", he also praised Benz and Chiklis saying that they are "splendid as a startled couple", with Panabaker "as their sulky, contemptuous daughter".

[53] Praise about the main leads also came from The Boston Globe, with critic Matthew Gilbert saying that it's nice to see Chiklis and Benz in roles different from their previous television roles, and ends his review by saying that "With believable chemistry together, Chiklis and Benz help create a solid TV couple and, let's hope, no ordinary series".