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<p>Siempre se creyó que el aprendizaje y todo lo que sucediera en los primeros 3 años de vida, iba a marcar todo nuestro andar en la vida. Como si de alguna manera, todo lo que pasara despues de eso no iba a poder cambiarse y ya determinados por las circunstancias vividas, andariamos en nuestra adolescencia y adultez siendo solo reacciones de una infancia en particular. Si bien hay un condicionamiento linguistico, emocional, corporal y contextual que potenciará o disminuirá nuestra posibilidad, es importante destacar que no estamos determinados.</p> <p>Pero el tiempo y las investigaciones, principalmente sobre neurociencia, dieron con un hallazgo que cambió y cambia nuestra paradigma frente a la vida. ¿Escuchaste hablar de la neuroplasticidad? Si, como lo escuchas. Nuestro cerebro cuenta plasticidad neuronal o sináptica, lo que permite que podamos aprender a lo largo de toda nuestra vida, con lo cual se abre un abánico de posibilidades, perspectivas y mundos de aprendizaje inimaginables. </p> <p> </p> <p><img class="img-responsive" 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" alt="" width="730" height="548"></p> <p> </p> <p>En otros artículos más adelante me detendré en más profundidad para hablar sobre este fenómeno, sus orígenes y sus implicaciones. Pero en esta oportunidad quiero dejarles una gran invitación.</p> <p>"DECLARARSE APRENDIZ" lo cual nos permitirá generar las posibilidades de una predisposición a la liviandad de no saber, a la apertura, al crecimiento y a nuestra evolución como seres humanos y sociales</p> <p> </p> <p>Nos vemos la próxima,</p> <p>Gastón</p>
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