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<p>being <a href="page.php?w=indiscernible">indiscernible</a> with respect to a set of properties.  Thus, (1) can be understood more intuitively as the claim that all objects that are indiscernible with respect to a base set of properties are indiscernible with respect to a supervenient set of properties, or, as it is also sometimes said, that B-twins are A-twins.  Finally, supervenience claims typically involve some modal force, however, the way that  <a href="page.php?w=Modal_logic">modal</a> force is specified depends on which more specific variety</p><p>
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