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Examples: 1

- Definition: Ordered Field
- Proposition: $0$ Is Less Than $1$ In Ordered Fields
- Proposition: Square of a Non-Zero Element is Positive in Ordered Fields
- Definition: Absolute Values and Non-Archimedean Absolute Values of Fields
- Proposition: A Field with an Absolute Value is a Metric Space
- Definition: Dependent and Independent Absolute Values
- Proposition: Characterization of Dependent Absolute Values
- Proposition: Characterization of Non-Archimedean Absolute Values
- Definition: Signum Function in An Ordered Field
- Definition: Complete Ordered Field