En
el estado mortal nada puede ser probado en forma absoluta ya que tanto la
ciencia como la religión se basan en suposiciones
Libro
de Urantia. Pág.1139
![](data:image/png;base64,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)
¡Que lejanos nos parecen aquellos tiempos en que
los que se llamaban ateos decían creer en lo que ellos podían ver y constatar.
En pocas décadas ante los avances de la ciencia y la tecnología y gracias a que
“ “ la curiosidad. el espíritu de investigación, el
instinto de descubrimiento y el impulso a la exploración, son
parte de
la dote innata y divina de las criaturas evolutivas del espacio”166 esas
teorías han quedado totalmente obsoletas, porque es mucho más lo que existe,
pero que solo podemos ver sus efectos con los ojos de la mente..
La gran variedad de fenómenos
físicos, químicos, científicos y tecnológicos, no hubiesen sido posible
ser descubiertos, si no fuese porque cada científico está provisto de ese
maravilloso don dado por nuestro Padre que es la mente, porque si bien es
cierto que somos un Todo, la individualidad juega un rol muy importante porque
es “el científico y no la ciencia, quien percibe la realidad de un universo de
energía y materia en evolución y avance, y esto lo consigue pensando,
seleccionando, combinando y discriminando lo que observa en el universo.”
2080
Sin
embargo vivimos tan a prisa que no tenemos tiempo para tomar conciencia de los
adelantos científicos y tecnológicos que están mejorando nuestra calidad de
vida, no sólo material sino también espiritual, deberíamos hacernos conscientes
de ello y agradecer a Dios lo mucho que está concediendo a esta humanidad y en
vez de considerarla caótica y un avalle de lágrimas. la viéramos como una época
de las mejores oportunidades para llegar a ser perfectos.
Yolanda
silva
solano