Story of a Big Player from Gangnam - Chapter 886 - Selling Major Shareholder’s Stock (2) – Part 1

Clarence, a man married into the Murphy family, was disliked by all his in-laws, his wife, and was facing the possible fate of divorce.

All because he was an orphan and was not highly educated.

But in truth, he was actually the young master of one of the wealthiest families in the world.

And one day, he gained a strange ability.

"I want to run away from everything."

In an apocalyptic world where resources are limited and only the rich gets to survive, money is not a want; It's a need.Terrence Ardwil is a man who has been loyal to the government his entire life. He is part of the “Mission for Life” unit— a unit created to lessen the human's total population in the hope of making humanity survive even longer.He was already satisfied with how he lived until an incident happened that resulted in his unfortunate death.When he thought he had died, he suddenly fell from the sky and woke up 2 years back in time.Be it getting rich, saving humanity, or building his own empire? With the special system he acquired, he is determined to make everything possible in his second life![Ding! The Money Making System has successfully chosen you!]

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.