A Sinner's Eden - Chapter 153 - EVO

The protagonist is reborn at the end of the Roman Republic, becoming a gladiator under Spartacus. How will he escape the tragic fate of being crucified and survive in the Mediterranean under Roman rule? Stay tuned!--------------Rome must perish! As long as it exists, we find it difficult to escape the fate of death! —Maximus

A normal office worker, Toru Minasuki, was swallowed up by a dimensional fissure and reincarnated into a different world. Upon reincarnation, Toru was given a [skill board] by God. Make the most of it to acquire all the necessary skills! Even though he is an “inferior person,” he’ll make his way to the top!

The Doomsday Game DescendsIn 12 hours, the world will enter a long night. The long night is nothing more than an inconvenience. Other than electricity, wireless communication, and modern technology, such as thermal weapons, which cannot be used, no other ecological environment will be negatively affected.You should work on improving yourself as soon as possible before the long night begins.It is imperative that you pay attention to those around you. It is possible that he or she will consume your brain in the next few seconds.By chance, Ming bound the Lottery System

Hasami Tatsuro and Yashiki Ai, two ordinary teenagers, experienced an earthquake while on the way home from school.The earthquake cracked space and transported the two to another world.Landing in an unknown forest, the two initially began to grieve. However, unbeknownst to them, a system had installed itself into their bodies, granting them the ability to gain skills and statuses.Hasami Tatsuro obtained the “Level Eater” skill. “Level Eater” allowed the host to devour others’ levels/skills and make it his own.Yashiki Ai obtained the “Valkyrie” skill. “Valkyrie” allowed the host to obtain and use any offensive skills from different classes, without the need to specialize.With their cheat skills and teamwork, they managed to venture out of the forest and explore the new world.This is a story of two ordinary kids.