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Papyrus: originally a young fisherman, Papyrus is the hero of the comic, friend of the daughter of the Pharaoh, and possessor of a magic sword which was given to him by the daughter of the god Sobek; in exchange, he must protect the princess Théti-Chéri from all danger.
Pyrus is a julekalender (Christmas calendar) TV series broadcast on the Danish television station TV2 during Christmas in Denmark. Originally aired as four semi-independent seasons, the series includes Alletiders Jul (1994), Alletiders Nisse (1995), Alletiders Julemand (1997), and Alletiders Eventyr (2000).
John Gwyn Griffiths, for example, talks about the whole conflict between Horus and Seth in his book The Conflict of Horus and Set. In the book, Griffiths discusses the different aspects of the ongoing battle for the office of Osiris, including the mutilations, homosexual episode, and the trial.
Papyrus sold a variety of luxury paper products including a selection of stationery and greeting cards. The chain is perhaps best known for its high-end greeting cards that often incorporated items like buttons, fabric, leather, zippers, glitter, and other embellishments. [1]
[1] This is the source of the expression "Pyrrhic victory", a victory that inflicts losses the winner cannot afford in the long term. Worn down by the battles against Rome, Pyrrhus moved his army to Sicily to war against the Carthaginians instead. After several years of campaigning there (278–275 BC), he returned to Italy in 275 BC, where the ...
The 18 new players for the 48th season of the reality series include a stunt performer, a pizzeria owner, and the first contestant with a speech impediment in the show's history.
Down-set. See lower set. Dual. For a poset (P, ≤), the dual order P d = (P, ≥) is defined by setting x ≥ y if and only if y ≤ x. The dual order of P is sometimes denoted by P op, and is also called opposite or converse order. Any order theoretic notion induces a dual notion, defined by applying the original statement to the order dual ...
For example, 1 is the least element of the positive integers and the empty set is the least set under the subset order. Formally, an element m is a least element if: m ≤ a, for all elements a of the order. The notation 0 is frequently found for the least element, even when no numbers are concerned.