"Winner Winner, Victory Survivor!" In a popular mobile battle royale game, the WIC company launched a new program to their system in which players take the role of their chosen character acquiring its skills, and play them in real-life action. Everette Aksnes, an average solo player, received an invitation from WIC and signed up on the offer for some entertainment. She was immediately transported to a new world and finds herself in a plane suited to her chosen character she often plays as. Together with 200 multiple random players all around the world, they're sent to an island called the Land of Peridot, a land they programmed for test-run players that came to life. Players were given a map, food, and various weapons distributed someplace. The mission: to be the last man standing by the end of the round. The last survivor is allowed to leave the island and take the dedicated prize pool of 10 million dollars for every winner. If she failed to do so, she will resurrect again with multiple random players until she won a single round. But how many matches will it take until she survives as the last man standing? Will she ever escape the non-ending loop and returns home?