Alison Bechdel's Fun Home

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Although it is a comic book, Fun Home by Alison Bechdel is far from comic. Even with its witty side, it has earned its label as tragicomic through its dark, mournful string of events which relive Bechdel’s struggle with homosexuality, the suicide of her father, the discovery that her father was also homosexual, and the strained relationship with both her mother and father. To share her narrative, Bechdel intertwines her childhood and young adult experiences into one story, creating a tennis match of flashbacks. Bechdel chose a comic book as her medium in order to construct a story that is chronologically clear because of her use of scene-to-scene panels. As interpreted by Scott McCloud in his investigation of comic books, Understanding Comics: …show more content…

The first panel is of college Alison speculating with her mother on her father’s death. The second panel is of the cemetery Bruce Bechdel is buried in, showing that his headstone is an obelisk. This panel is timeless, since it is not a precise action, but an existing place. The final panel is of Alison as a child playing with the obelisk door stop while her father watches. This page is particularly interesting because it works backwards in time: from Alison as an adult to Alison as a child. A non-chronological display of events shows that Bechdel is a writer first and an artist second. It places more emphasis on the words rather than the images. If this page were stripped of its writing, we would be left with pictures of Alison talking to her mother, a cemetery, and an obelisk doorstop. With only these images, they would be utterly lost and not receive the message that Alison suspects her father’s death to be suicide and that he had an obsession with obelisks that allude to his homosexuality. These frames seem to have no relation to each other, but Bechdel’s writing links them together. McCloud also explores a type of transition called non-sequitur which “offers no logical relationship between panels whatsoever!” (McCloud 72). There is overlap in these two transitions because often times, if there is no relation between panels, they

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