Interdisciplinary: Mathematics.Felix Gonzales-Torres (American 1957-1996), Untitled (A Corner of Baci), 1990. Approximately 42 pounds of Baci candies. Installation dimensions variable. The Museum of Contemporary Art, Los Angeles This article is about Museum of Contemporary Art, Los Angeles. For other Museums named Museum of Contemporary Art, see Museum of Contemporary Art. The Museum of Contemporary Art (MOCA) is a contemporary art museum in and near Los Angeles, California. . Purchased with funds provided by the Ruth and Jake JAKE Jointly Administered Knowledge Environment Bloom Young Artist Fund, 93.45. Felix Gonzales-Torres preferred even numbers. He liked the number twenty-four because it is a composite number composite number n. An integer exactly divisible by at least one positive integer other than itself or 1. composite number , the product of several factors. He often used its inverse (mathematics) inverse - Given a function, f : D -> C, a function g : C -> D is called a left inverse for f if for all d in D, g (f d) = d and a right inverse if, for all c in C, f (g c) = c and an inverse if both conditions hold. , the number forty-two. Gonzales-Torres created this installation by placing approximately forty-two pounds of chocolate candy in a gallery corner. He invited visitors to become part of the art by taking and eating a piece of candy. The artist described his work as "reciprocal Bilateral; two-sided; mutual; interchanged. Reciprocal obligations are duties owed by one individual to another and vice versa. A reciprocal contract is one in which the parties enter into mutual agreements. " because the participants give of themselves when they physically interact with the art, but they receive a "sweet" memory, in the form of candy. As the candy is removed, the artwork diminishes and disappears. The installation is simple, but emotionally charged. Gonzales-Torres experienced much loss in his life but he felt that memories of happiness encourage optimism. ?? Estimate how many pieces of candy might make up the forty-two-pound installation? (Hint: A one-pound box or Baci contains 31 pieces.) Imagine your own art installation using the concept of subtraction subtraction, fundamental operation of arithmetic; the inverse of addition. If a and b are real numbers (see number), then the number a−b is that number (called the difference) which when added to b (the subtractor) equals . What would it look like? GalleryCard submitted by Suzanne Isken, Coordinator of School and Teacher Programs, Museum of Contemporary Art, Los Angeles, California. |
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