Vuestro logro real , no es tan importante como
el hecho de que vuestro progreso está en
dirección hacia Dios.
Libro de Urantia.Pág.1653
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)
No pretendamos llegar a la sabiduría a través de los libros o los
maestros sabios, porque ellos nos pueden mostrar el camino, pero no lo pueden
recorrer por nosotros, pues "la sabiduría del hombre nace de las pruebas y
los errores de la experiencia humana:57" porque el dolor y el sufrimiento
son esenciales para la evolución progresiva.951"
Es aprendiendo a transmutar lo aparentemente negativo, es como llegamos a
la realidad cósmica que va mucho más allá de las apariencias, pues es "la
experiencia de una vida religiosa dinámica, transforma al individuo mediocre,
en una personalidad de poder idealista. La religión sirve al progreso de todos,
porque fomenta el progreso personal y el progreso de cada uno, es aumentado por
el logro de todos."1094
Pues “ la sabiduría es de doble origen, deriva de la perfección del
discernimiento divino, intrínseco en los seres perfectos y de la experiencia
personal adquirida por las criaturas evolutivas.”210
yolanda
silva solano