La conciencia de la presencia del Ajustador es
conciencia de la presencia de Dios.
Libro de Urantia. Pág. 1176
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)
“Habiendo Dios mandado al hombre que sea perfecto,
así como él es perfecto, ha descendido en forma de Ajustador para tornarse el
socio experiencial del hombre en el logro del destino excelso que así ha sido
ordenado.”1176
“El más grande de todos los misterios impenetrables
de Dios, es el fenómeno de la residencia divina en la mente de los mortales. La
manera en que convive el Padre Universal con las criaturas del tiempo, es el
más profundo de todos los misterios del universo. Los hombres mortales tienen
algo de Dios mismo que actualmente mora dentro de ellos, porque sus cuerpos son
el templo de Dios.”26 Sin embargo el hombre se empeña en buscarlo en los
templos de piedra.
El Mensajero Solitario de Orvotón no duda en
mostrarnos su incapacidad de comprender plenamente este misterio, en cambio
nosotros criaturas finitas pretendemos saberlo todo, sin reconocer que “en
cualquier nivel de la existencia, el conocimiento de Dios no puede exceder la
capacidad conceptual de los que viven en dicho nivel.”641 “No se pueden exceder
las capacidades inherentes, una botella de medio litro, no podrá nunca contener
un litro.”556
