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putnam-analytic_synthetic, Analytic-Synthetic dichotomy semi-defended by Grice/Strawson, Analyticity: something conventional with Müller contextual a priori, Grice/Strawson arguments Quantity of talk argument: it's not possible that so much professionals talked so much about it and it's nothing, a priori truths have to be given up in the absolute sense with Müller contextual a priori, Falsification of analyticity can be explained by meaning change but then it must be reference which changes, if truth value is touch by it, ???? attacked by Reichenbach, Reichenbach critic What seemed a priori was that there are lines in space which behave euclidean, Quantity of talk argument: it's not possible that so much professionals talked so much about it and it's nothing for putnam Analyticity: something conventional, euclidean -> riemannien space meaning change of terms like "straight line", Falsification of analyticity can be explained by meaning change for example euclidean -> riemannien space