El
destino de la eternidad, está determinado de momento a momento, por los logros
de vivir día por día.
Libro de
Urantia. Pág.557
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)
El miedo que mucha gente tiene a la muerte, se debe a la incertidumbre de
lo que pasará después de ella, el ser humano teme lo desconocido, porque ignora
que “la vida después de la muerte, no es esencialmente distinta de la
existencia mortal. Todo lo bueno que hagamos en esta vida contribuye
directamente al enaltecimiento de la vida futura. 1134
No difiere demasiado de la que aquí hemos vivido, por cuanto que nuestra
evolución espiritual ,comenzará en el mismo punto que aquí la hemos dejado. “En
el primer mundo de estancia, reanudarás tu capacitación intelectual y
desarrollo espiritual, en el nivel exacto en el que se interrumpiera debido a
la muerte." 533
De allí la importancia de trabajar en nuestra supervivencia Hoy y en
dónde nos ha tocado vivir y con las oportunidades y desventajas de nuestra vida
personal. De aprovechar las primeras y
de aprender a transmutar las segundas…depende nuestra “vida” más allá del
horizonte…
Yolanda silva solano