Norm of the North (2016)

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The stereoscopic 3D animated family film “Norm” tells the story of the titular polar bear and his three Arctic lemming buddies, who are forced out into the world once their icy home begins melting and breaking apart. Landing in New York, Norm begins life anew as a performing corporate mascot, only to discover that his new employers are directly responsible for the destruction of his polar home.

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