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The Consani-Scholten quintic refers to a specific type of algebraic variety associated with a particular equation defined over the complex numbers. This quintic is named after mathematicians D. Consani and F. Scholten, who studied its properties. It can be expressed by a polynomial equation in projective space, often involving five variables.

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  1. 3-folds
  2. Algebraic varieties
  3. Algebraic geometry
  4. Fields of mathematics
  5. Mathematics
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