Neutrosophic Diagram and Classes of Neutrosophic Paradoxes, or To the Outer-Limits of Science

These paradoxes are called ``neutrosophic'' since they are based on indeterminacy (or neutrality, i.e. neither true nor false), which is the third component in neutrosophic logic. We generalize the Venn Diagram to a Neutrosophic Diagram, which deals with vague, inexact, ambiguous, illdefined ideas, statements, notions, entities with unclear borders. We define the neutrosophic truth table and introduce two neutrosophic operators (\textit{neuterization }and \textit{antonymization }operators) and we give many classes of neutrosophic paradoxes that may occur in sciences.