Magic realism

Magic realism or magical realism is a style of literary fiction and art. It paints a realistic view of the world while also adding magical elements, often blurring the lines between fantasy and reality. Magic realism often refers to literature in particular, with magical or supernatural phenomena presented in an otherwise real-world or mundane setting, commonly found in novels and dramatic performances. Despite including certain magic elements, it is generally considered to be a different genre from fantasy because magical realism uses a substantial amount of realistic detail and employs magical elements to make a point about reality, while fantasy stories are often separated from reality. Magical realism is often seen as an amalgamation of real and magical elements that produces a more inclusive writing form than either literary realism or fantasy. The term magic realism is broadly descriptive rather than critically rigorous, and Matthew Strecher (1999) defines it as "what happens when a highly detailed, realistic setting is invaded by something too strange to believe." The term and its wide definition can often become confused, as many writers are categorized as magical realists. The term was influenced by a German and Italian painting style of the 1920s which were given the same name. In The Art of Fiction, British novelist and critic David Lodge defines magic realism: "when marvellous and impossible events occur in what otherwise purports to be a realistic narrative—is an effect especially associated with contemporary Latin American fiction (for example the work of the Colombian novelist Gabriel García Márquez) but it is also encountered in novels from other continents, such as those of Günter Grass, Salman Rushdie and Milan Kundera. All these writers have lived through great historical convulsions and wrenching personal upheavals, which they feel they cannot be adequately represented in a discourse of undisturbed realism", citing Kundera's 1979 novel The Book of Laughter and Forgetting as an exemplar.