Eye of Horus fractions were written as the sum of two or more unit fractions (a fraction with 1 as the numerator), with scribes possessing tables of answers (see Rhind Mathematical Papyrus 2/n table). Thus instead of , one would write + . Different parts of the Eye of Horus were thought to be used by the ancient Egyptians to represent one divided by the first six powers of two: The Rhind Mathematical Papyrus contains tables of "Horus Eye Fractions". Studies from the 1970s to this day in Egyptian mathematics have clearly shown this theory was fallacious and Jim Ritter definitely showed it
The Great Adventure of Horus, Prince of the Sun and Grunwald. With her true identity revealed, Hilda reluctantly attacks Horus, who falls into a chasm and becomes trapped in an enchanted wood, where he is haunted by visions of the villagers and his father. Grunwald then sends Hilda, against her wishes, to kill Horus, and makes his own attack on the village, together with his wolves and a giant ice mammoth. Horus is able to escape from the enchanted forest when he realizes that the sword must be reforged as a collective effort and that the villagers must unite in order to defeat Grunwald. After a brief fight with