Content Warning: R-18, Smut, Cruel MC [Ding! You've acquired the Heroine Stealing System!] [Your first task is to steal the daughter of the Eastern Kingdom's king!] [Your Fate Value has increased by 10!] [You've slept with the hero's mother, your Fate Value has increased by 15!] [The hero has developed animosity towards you. Current Hatred Level: 5 stars] [The king's wife is charmed by your looks.] After being transported from his own world, the protagonist wakes up as Vritra, the son of Demon King Rohan from the Hell Continent. Since he's from another world, he doesn't have any Fate Value in this new world of swords and magic. To survive, he has to act like a villain, stealing the affection of every hero's heroine and sleeping with them. This will boost his Fate Value and help him stay alive in a world filled with wars and political conflicts! ---- - No NTR (aside Netori) or Yuri. - Smart, Savage, Shameless and Charismatic MC. - Great plot, lore, magic system and world building. - Excellent culture, exquisite female descriptions and graphic lemons. - Give it a read!
e of a problem that we don’t know how to solve in polynomial time. In this problem, the input is a boolean circuit: a collection of and, or, and not gates connected by wires. We will assume that there are no loo** in the circuit (so no delay lines or flip-flo**). The input to the circuit is a set of m boolean (true/false) values x1, . . . , xm. The output is a single boolean value. Given specific input values, we can calculate the output in polynomial (actually, linear ) time using depth-first-search and evaluating the output of each gate in constant time. The circuit satisfiability problem asks, given a circuit, whether there is an input that makes the circuit output True, or conversely, whether the circuit always outputs False. Nobody knows how to solve this problem faster than just trying all 2 m possible inp