Финская система обучения: Как устроены лучшие школы в мире. Тимоти Уокер

Читать онлайн.



Скачать книгу

First results from PISA 2000. Paris: OECD.

      3

      Sahlberg, P. (2015). Finnish Lessons 2.0: What can the world learn from educational change in Finland. New York: Teachers College Press.

      4

      Allianssi (2016). Nuorista Suomessa. Helsinki: Allianssi.

      5

      Sahlberg, P. (2015). Finnish Lessons 2.0: What can the world learn from educational change in Finland? [Kindle Reader version]. Retrieved from Amazon.com.

      6

      Lemov, D. (2015). Teach like a champion 2.0: 62 techniques that put students on the path to college [Kindle Reader version, р. 442]. Retrieved from Amazon.com.

      7

      Seppälä, E. (2016). The happiness track: How to apply the science of happiness to accelerate your success [Kindle Reader version, р. 8]. Retrieved from Amazon.com.

      8

      Raghunathan, R. (2016). If you’re so smart, why aren’t you happy? [Kindle Reader version]. Retrieved from Amazon.com.

      9

      Pinsker, J. (2016, April 26). Why so many smart people aren’t happy. The Atlantic. Retrieved October 20, 2016, from http://www.theatlantic.com/business/archive/2016/04/why-so-many-smart-people-arent-happy/479832/.

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