Red Moon Logic

In the 22nd century, where magic and quantum technology intertwine, the “Curse of the Red Moon” is the oldest taboo at St. Rock Academy. Kyle Chen, who bears this curse, is the most extraordinary “loser” in the academy’s history—any girl who falls in love with him will transform into a bloodthirsty demon on the night of the full moon. When Kyle is forced to participate in the “Embers of Truth” tournament that will decide his fate, no one gives this underachiever—who can’t even cast basic spells properly—a chance. That is, until he inadvertently triggers the “Logical Collapse” ability hidden deep within his bloodline during the first round, dismantling his opponent’s magical code into quantum fragments. From that moment on, various factions begin to take notice of this variable that could rewrite the rules of the world. Agatha, the aloof Gatekeeper, was tasked with monitoring the curse, yet she discovered tampered historical records amidst the flood of data; when the blade of his arch-enemy’s daughter, Sofia, pressed against his throat, he unexpectedly read fragments of memories from their entangled past lives; And when his long-missing older brother returned with a plan to destroy the world, Kyle suddenly realized that the so-called curse was actually a causal prison designed by a higher civilization. Now, he must solve the most dangerous riddle: how to find a third path in the desperate situation where he must be loved yet is destined to destroy the one he loves? As the bell tolls for the final showdown, Kyle stands upon a crumbling void chessboard, wielding the “Paradox Blade”—the only weapon capable of reconstructing reality. His choice will determine the fate of magic and science, love and truth, and indeed, the very existence of the entire dimension. This is a high-stakes gamble on the very essence of existence. Win, and the curse is reversed; lose, and all things return to nothingness.