Con excepción del Universo
Central, la perfección es un logro progresivo.
Libro de Urantia. Pág.360
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)
Es bueno no olvidar nunca que el Camino es
pedregoso y que hay que ir haciendo
camino al andar, porque “los hombres no hayan al Supremo en forma repentina y
espectacular, como un terremoto abre abismos en la roca, sino que lo encuentra
lenta y pacientemente, como el río que desgasta quietamente su lecho”1291
“En tu ascenso al Paraíso, jamás te ganarás nada
intentando impacientemente mediante atajos, invenciones personales u otro
artificios, facilitar el avance en la
perfección, porque ella es nuestra meta, pero no nuestro origen.”846
“Los conceptos estáticos invariablemente atrasan
la ciencia. La política y la religión.
Pero no permitas que los conceptos de la relatividad, te desconcierten
al punto de no poder reconocer la coordinación del Universo, bajo la guía de la
mente cósmica y el control de la energía y el espíritu del Supremo,”1435
Yolanda silva solano
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)