Observatorio Europeo de Coaching

Trabajando por el bienestar y el rendimiento de las personas

Artículos / Opinión

Piensa bien y acertarás

Por Daniel Alvarez

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Primero quiero plantearlo de forma un poco más técnica… pero no temas, creo que se entiende bien:

Los problemas que se nos plantean muestran los límites de nuestra mente. Tomamos 4 o 5 elementos, los combinamos de la forma en que solemos hacerlo y… voilá… he aquí el problema.

La solución viene cuando tenemos en cuenta otros elementos diferentes o los combinamos de forma distinta.

Se trate de una situación límite en tu empresa o de una decisión vital, así es básicamente como conseguimos el EUREKA!

 

Pensar Bien es no dejarnos arrastrar por nuestros pensamientos adictivos.

Pensar Bien es entrenarse para que los condicionamientos no nos bloqueen… y poder jugar con ellos (puedes llamarles creencias).

Pensar Bien es adquirir la habilidad de buscar alternativas de forma libre y poderosa… Y de darnos permiso para ello.

Pensar Bien es calidez, calma mental… que nos permite vivir mejor cualquier circunstancia.

Pensar bien es contagioso ¿te has dado cuenta del efecto que causa?

Sentir nuestras emociones sin pensamientos que las distorsionen o amplifiquen. Comprender mejor a los demás…

Quieres ser un Ben Pensante?

 

 

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