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Another advantage of a mathematical statement is that it is so definite that it might be definitely wrong; and if it is found to be wrong, there is a plenteous choice of amendments ready in the mathematicians' stock of formulae. Some verbal statements have not this merit; they are so vague that they could hardly be wrong, and are correspondingly useless.

People kind of tend to mystify design and architecture by suggesting you need to train.

Mathematical statements provide clarity and precision, allowing for easy identification of errors and quick corrections. This highlights the importance of clear and definite communication in all areas to avoid ambiguity and inefficiency.