 In order to assess what this cross-linguistic evidence really establishes, consider a new version of the linguistic argument. Let “S Vs Φ” be an ascription of knowledge-how in an arbitrary language L that is correctly translated in English by “S knows + (interrogative) how (de se) to Φ”. Assuming that translation preserves at least truth conditions, “S Vs Φ” will be true in L just in case “S knows + (interrogative) how (de se) to Φ” is true in English. Call this the Interpretation Premise. By the Disquotational Schema, “S knows how to Φ” is true in English just in case S knows how to Φ; so, we have that “S Vs Φ” is true in L just in case S knows how to Φ. This conclusion, together with the Semantics for knowledge wh, the Logical Form, and the Interpretation Premise, yields that “S Vs Φ” is true in L just in case S bears a knowledge relation towards an answer to the question “How he himself could Φ”. Through this argument, the truth conditions of any knowledge-how ascription, whether in English or in any other language, are reduced to propositional knowledge, whether the relevant knowledge-how ascription has or not the interrogative form. 