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It is not the case that Seeking empirical support for a priori claims commits a category error that undermines the very distinction rationalists are trying to defend.
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Reasons For
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Reason for
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1.
Seeking empirical support can clarify which a priori claims are actually true without committing them to being contingent or empirically derived.
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2.
Mathematical theorems are a priori yet mathematicians verify proofs through multiple methods; testing doesn't necessarily blur conceptual categories.
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3.
The rationalist distinction rests on knowledge *source*, not whether propositions can survive empirical scrutiny; these are independent concerns.
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Reasons Against
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Reason against
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1.
A priori truths are knowable through reason alone; empirical testing presupposes they're contingent, collapsing the rational/empirical distinction.
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2.
Category errors occur when applying methods from one domain to another; empiricism applied to necessary truths treats them as contingent facts.
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3.
If a priori claims need empirical validation, rationalism loses its core claim that some knowledge doesn't depend on sensory experience.
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