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In [[logic]], a '''conditional quantifier''' is a kind of [[Lindström quantifier]] (or [[generalized quantifier]]) ''Q''<sub>''A''</sub> that, relative to a classical model ''A'', satisfies some or all of the following conditions ("''X''" and "''Y''" range over arbitrary formulas in
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Serge Lapierre. '''Conditionals and Quantifiers''', in ''Quantifiers, Logic, and Language'', Stanford University, pp. 237–253, 1995.
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