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The Klein cubic threefold is a specific example of a smooth projective threefold in algebraic geometry, notable for its rich geometric properties and connections to various fields, including topology and string theory. ### Properties: 1. **Dimension and Degree**: The Klein cubic threefold is a three-dimensional variety of degree 2 in the projective space \( \mathbb{P}^4 \).

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  1. 3-folds
  2. Algebraic varieties
  3. Algebraic geometry
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