Encounter Atop The Celestial Mountain

Above the sky, a kilometer-long giant fish flew over the city, ignoring the bombardment of missiles. 
In Australia, a kilometer-long world-destroying python destroyed cities, devouring millions of people, and slowly left under the explosion of several nuclear bombs. 
Coming to this dangerous world, Jack Clark, who unexpectedly obtained a salamander clone, was a little confused. 
What could he do with a palm-sized hexagonal salamander? Make videos to earn money? Catch shrimps in a stream? Or... make it evolve into a giant beast? 
A hexagonal salamander, also known as a hexagonal dragon, with unlimited evolutionary abilities, gradually evolved into a mythical world-destroying beast. From a hundred meters long, it turned kilometers and tens of thousands of meters long... 
And under the synchronized strengthening, Jack Clark's original body also grew stronger, with increasing strength and speed, and even...

Mythical Era: I Evolved Into A Stellar-Level Beast

With the order given, seven high-definition satellites orbiting above the ocean subtly adjusted their positions, locking onto the island below from different angles.


At this moment, the sun was setting in the west, and there wasn't a single cloud in the sky. Soon pictures of the Thunderflame Behemoth and the Deep Sea Dragon Turtle appeared on the big screen, followed by the refreshed data.


"Through optical analysis and comparing with the surrounding trees, the Unique Beast codenamed Thunderflame is currently between 34 and 37 meters in length and 10 to 15 meters in height."


"Compared to more than half a month ago, this Unique Beast's size has increased by about 10 meters. It has grown quickly, and there have been some changes in appearance, which are likely due to evolution."


"That turtle-like Unique Beast is 38 to 44 meters in length and 20 to 26 meters in height, with an estimated level of 7 middle tier."


Major asked solemnly, "What about the energy fluctuations?"


Chapter 174: Level Eight Giant Beast, The Power of Domain_2