Миф о плохой еде, который будет развенчан!. Аарон Кэрролл

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Миф о плохой еде, который будет развенчан! - Аарон Кэрролл


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      Примечания

      1

      Обещаю объяснить, что это означает, чуть позже. Продолжайте чтение.

      2

      Что не соответствует действительности, между прочим.

      3

      Имеется в виду шкала Джадада, которая оценивает качество рандомизированных контролируемых исследований по шкале от 0 (минимум) до 5 (максимум). Десять исследований, о которых я говорю, оцениваются в 1 балл по данной шкале, что, очевидно, плохо.

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