Labyrinth Labyrinth In Greek mythology, the Labyrinth ( "labúrinthos") was an elaborate, confusing structure designed and built by the legendary artificer Daedalus for King Minos of Crete at Knossos. Its function was to hold the Minotaur, the monster eventually killed by the hero Theseus. Daedalus had so cunningly made the Labyrinth that he could barely escape it after he built it. Although early Cretan coins occasionally exhibit branching (multicursal) patterns, the single-path (unicursal) seven-course "Classical" design without branching or dead ends became associated with the Labyrinth on coins as early as 430 BC, and similar non-branching patterns became widely used as
Hercules in the Maze of the Minotaur is really Hercules. Outside the tavern three men are killed and Hercules goes to investigate, only to be found by the villagers. They think he killed the men and chase him and Iolaus. The man who had asked for Hercules's help comes and takes Hercules to the cave where his brother was captured. Zeus appears and tells Hercules what the monster is and why he wants Hercules. He asks Hercules to kill the Minotaur, and he enters the cave. In the center of the cave he finds the Minotaur, who challenges Hercules. They begin fighting and as Hercules is about