Formal Operations (7 feb 2018 anni – 14 sett 2099 anni)
Descrizione:
In this stage, I was able to think about things hypothetically, and know how to use the scientific method. This is according to Piaget.
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
Aggiunto al nastro di tempo:
Data:
7 feb 2018 anni
14 sett 2099 anni
~ 81 years