Home  |  Contact  

Email:

Password:

Sign Up Now!

Forgot your password?

EL UNIVERSO DE LA HISTORIA
 
What’s New
  Join Now
  Message Board 
  Image Gallery 
 Files and Documents 
 Polls and Test 
  Member List
 *************************************************** 
 HISTORIA DEL ARTE . 
 *************************************************** 
 HISTORIA DE LA CIENCIA . 
 *************************************************** 
 HISTORIA DEL CINE 
 *************************************************** 
 HISTORIA DE LA ECONOMÍA 
 *************************************************** 
 HISTORIA DE ESPAÑA . 
 LA GUERRA CIVIL ESPAÑOLA ( 1936 - 1939 ) 
 *************************************************** 
 HISTORIA DE LA FILOSOFÍA . 
 HISTORIA DE LAS IDEAS . 
 *************************************************** 
 HISTORIA DE LA LITERATURA . 
 *************************************************** 
 HISTORIA DE LA MEDICINA . 
 *************************************************** 
 HISTORIA DE LA MÚSICA . 
 *************************************************** 
 HISTORIA DE LA RELIGIÓN . 
 *************************************************** 
 HISTORIA UNIVERSAL . 
 *************************************************** 
 HISTORIA DEL UNIVERSO - ASTROFÍSICA . 
 ******************************************************* 
 
 
  Tools
 
HISTORIA UNIVERSAL .: ALIENÍGENAS Y DINOSAURIOS .
Choose another message board
Previous subject  Next subject
Reply  Message 1 of 1 on the subject 
From: IGNACIOAL  (Original message) Sent: 30/11/2013 10:43
Alienígenas y Dinosaurios
 
¿Extinción por una catástrofe natural o por un exterminio planificado? ...
 

http://upload.wikimedia.org/wikipedia/commons/e/ee/Evening_view_of_Angkor_Wat_Temple%2C_Angkor%2C_Cambodia.jpg

Angkor Wat, en Camboya, es el templo antiguo más grande del mundo.


Miniatura



http://upload.wikimedia.org/wikipedia/commons/thumb/7/70/Stegosaurus_BW.jpg/220px-Stegosaurus_BW.jpg
data:image/jpeg;base64,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Dentro de sus megalíticas ruinas, los investigadores han descubierto la talla de un dinosaurio, en concreto, de un estegosaurio. Pero ¿cómo tuvo conocimiento la antigüedad de animales que, según la corriente dominante de la ciencia, desaparecieron hace millones de años? ¿Por qué se extinguieron los dinosaurios? ¿Fue una especie alienígena quien los exterminó para dejar espacio a la humanidad?




First  Previous  Without answer  Next   Last  

 
©2021 - Gabitos - All rights reserved