Магия домашнего обучения. Как наполнить каждый день волшебством и радостью. Джули Богарт

PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Kelly Barnhill, The Girl Who Drank the Moon (Chapel Hill, NC: Algonquin, 2016).

      2

      William Reinsmith, “Ten Fundamental Truths About Learning,” The National Teaching and Learning Forum, v2 n1–6 1992–93, https://files.eric.ed.gov/ fulltext/ED360897.pdf, 45.

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